Hunt for Riot: Algebra 1 Breakout

Intro

Missions

Suspects

Map

The Search for

Riot

A Lone Star High School Mystery

Intro

What happened to Riot?

It was a normal Friday morning. Riot was gearing up for the football game and then BAM! He was gone.

Complete the missions and uncover clues to figure out which mascot kidnapped Riot!

Suspects

Who kidnapped Riot?

Wakeland is our rival. They'd like nothing more than to ransom our mascot!

We play Heritage this week in Football. They'd do anything to rattle us!

The OG. All of these new schools moving in with their new mascots. It's bound to take a toll on grampa racoon.

The redhawks.. need I say more?

Map

· Lone Star HS

· Heritage HS

· Liberty HS

· Wakeland HS

· Frisco HS

· The Star

Wakeland HS

Misión 4

Misión 2

Misión 3

Locked

Locked

Locked

We're investigating our first suspect.. the Wakeland Wolverine. Solve all the problems correctly to see if our Wakeland Rival is the one who took Riot!Rally tracked him to the computer lab... it's open

Let's investigate

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Is this table exponential or linear?

TRY AGAIN!

CORRECT!

Great job. The table is exponential. Click the arrow to go to the next question.

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Does the table represent growth or decay?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Does the table represent growth or decay?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Does the table represent growth or decay?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Does the table represent growth or decay?

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Does the table represent growth or decay?

CORRECT!

Great job. The table represents decay. Click the arrow to go to the next question.

TRY AGAIN!

Take a minute and write the equation for the situation in the chart on your own paper.

Move on only after you've written the equation.

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Find the equation for this situation. (round 2 decimal places)

$

x

CORRECT!

Great job. The answer was Y=20000(.85)^xClick the arrow to go to the next question.

TRY AGAIN!

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Predict the value of the car in 8 years. Start with $!!

$

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Predict the value of the car in 8 years.

$

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Predict the value of the car in 8 years.

$

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Predict the value of the car in 8 years.

$

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Predict the value of the car in 8 years.

$

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Predict the value of the car in 8 years.

$

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Predict the value of the car in 8 years.

$

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

Predict the value of the car in 8 years.

$

1

TRY AGAIN!

CORRECT!

Great job. The answer was $5449.81Click the arrow to go to the next question.

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

In what year will the value be approximately half?

1

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable domain for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable domain for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable domain for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable domain for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable domain for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable domain for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable domain for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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_

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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_

The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

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The value of a car is based on the age. This situation is shown on the table linked on the icon below.

What would be a reasonable range for this situation if a car can sustain for 12 years?

1

TRY AGAIN!

CORRECT!

Great job. Click the arrow to see a message from Rally who is helping you in your search for Riot.

We've ruled out the Wolverine. I was sure it was him, too! Let's check out Frisco HS next!

Rally

Let's Go!

Completed

Frisco HS

Misión 3

Misión 4

Locked

Locked

Since we can't blame Wakeland, let's look into the FHS mascot. Answer the questions to find out more.

Let's Investigate!

Use these items found in Riot's locker to enter the initial number of rabbits.

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

The FHS alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years? Enter the common ratio only.

The FHS alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years? Enter the common ratio only.

The FHS alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years? Enter the common ratio only.

You're in!Take a minute to write the formula on your own paper

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

WRONG!!Try again.

Click here to start over.

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Enter the equation on the graphing calculator to get the racoon's cell number. (The problem is below if you forgot. Write your equation on paper too).

A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Congrats! Now solve the equation and enter the answer on your cell phone to call the racoon.

swipe to unlock

Unlocked

Use your equation to solve the problem. Enter the answer on the cell phone to call the racoon.A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Unlocked

Use your equation to solve the problem. Enter the answer on the cell phone to call the racoon.A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Unlocked

Use your equation to solve the problem. Enter the answer on the cell phone to call the racoon.A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Unlocked

Use your equation to solve the problem. Enter the answer on the cell phone to call the racoon.A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Unlocked

Use your equation to solve the problem. Enter the answer on the cell phone to call the racoon.A rabbit population triples every year. If I start with 4 rabbits, how many rabbits will I have in 7 years?

Unlocked

Wrong Answer. Try again!

Click here first to hear what the racoon said on the phone.

Don't click to advance before you've heard the racoon.

Use these items found in Riot's locker to enter the starting amount in cc.

A new drug to treat disease has a half-life of 3 hours. If 50cc is administered first, how much will still be in your system 24 hours later?

Before you go, take a look at this...

The FHS field house alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:A new drug to treat a disease has a half-life of 3 hours. If 50 cc is administerd first, how much will still be in your system 24 hours later? Enter the common ratio only.

The FHS field house alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:A new drug to treat a disease has a half-life of 3 hours. If 50 cc is administerd first, how much will still be in your system 24 hours later? Enter the common ratio only.

The FHS field house alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:A new drug to treat a disease has a half-life of 3 hours. If 50 cc is administerd first, how much will still be in your system 24 hours later? Enter the common ratio only.

The FHS field house alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:A new drug to treat a disease has a half-life of 3 hours. If 50 cc is administerd first, how much will still be in your system 24 hours later? Enter the common ratio only.

The FHS field house alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:A new drug to treat a disease has a half-life of 3 hours. If 50 cc is administerd first, how much will still be in your system 24 hours later? Enter the common ratio only.

You're in!Grab your paper for the next step!

Write the equation for the problem and solve.A new drug to treat a disease has a half-life of 3 hours. If 50 cc is administerd first, how much will still be in your system 24 hours later?

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

round 3 decimal places

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

round 3 decimal places

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

round 3 decimal places

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

round 3 decimal places

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

round 3 decimal places

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

round 3 decimal places

The racoon was at the store on 11/9 in the morning

>

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

WRONG. Try again.

Since it's not that grumpy old racoon, let's look into the LHS mascot. Answer the questions to find out more.

Let's investigate

Use these items found in Riot's locker to enter the initial amount of bacteria.

Suppose you have 30,000 bacteria in a petri dish. You know that the culture doubles every hour. How many bacteria did you have 5 hours ago?

The Liberty alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:Suppose you have 30,000 bacteria in a petri dish. You know that the culture doubles every hour. How many bacteria did you ahve 5 hours ago?

The Liberty alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot:Suppose you have 30,000 bacteria in a petri dish. You know that the culture doubles every hour. How many bacteria did you ahve 5 hours ago?

The Liberty alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot: Suppose you have 30,000 bacteria in a petri dish. You know that the culture doubles every hour. How many bacteria did you ahve 5 hours ago?

You're in!Head to a math classroom for more clues.

Write the equation on your paper and solve. Type the answer into the key pad to call the redhawk.

Suppose you have 30,000 bacteria in a Petri dish. You know that the culture doubles every hour. How many bacteria did you have 5 hours ago? round appropriately.

Write the equation on your paper and solve. Type the answer into the key pad to call the redhawk.

Suppose you have 30,000 bacteria in a Petri dish. You know that the culture doubles every hour. How many bacteria did you have 5 hours ago? round appropriately.

Write the equation on your paper and solve. Type the answer into the key pad to call the redhawk.

Suppose you have 30,000 bacteria in a Petri dish. You know that the culture doubles every hour. How many bacteria did you have 5 hours ago? round appropriately.

Write the equation on your paper and solve. Type the answer into the key pad to call the redhawk.

Suppose you have 30,000 bacteria in a Petri dish. You know that the culture doubles every hour. How many bacteria did you have 5 hours ago? round appropriately.

Write the equation on your paper and solve. Type the answer into the cell phone to call the redhawk.

Suppose you have 30,000 bacteria in a Petri dish. You know that the culture doubles every hour. How many bacteria did you have 5 hours ago? round appropriately.

NOPE. Try again.

Click play to hear what the red hawk said on the phone.

Use these items found in Riot's locker to enter the initial population.

A small town's population is in the year 1920 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936?

The Liberty Field House alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:A small town's population in the year 1910 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936?

The Liberty Field House alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:A small town's population in the year 1910 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936?

The Liberty Field House alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:A small town's population in the year 1910 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936?

The Liberty Field House alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:A small town's population in the year 1910 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936?

The Liberty Field House alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:A small town's population in the year 1910 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936?

The Liberty Field House alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:A small town's population in the year 1910 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936?

The Liberty alarm code is the common ratio. Don't forget to press enter.

Here is the question again in case you forgot: A small town's population in the year 1910 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936?

The Liberty Field House alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:A small town's population in the year 1910 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936?

You're in!Grab your paper for the next step!

Write the equation for the problem and solve.A small town's population in the year 1910 was 4,210. If we know that the population grew at a rate of 4.5% per year, what was the population in the year 1936? round accordingly

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

WRONG. Try again.

The redhawk was asleep on 11/9 in the morning

>

We've ruled out three suspects so far... it HAS to be that dang coyote! ...Unelss there's ANOTHER suspect!

Let's investigate

Use these items found in Riot's locker to enter the inital invested amount.

If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

The Heritage alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

The Heritage alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

The Heritage alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

The Heritage alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

The Heritage alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

The HHS alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot: If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

The Heritage alarm code is the growth rate. Don't forget to press enter.

Here is the question again in case you forgot:If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

You're in!Head to a math classroom for more clues.

Write the equation on your paper and solve. Type the answer into the key pad to call the Coyote.

If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

Write the equation on your paper and solve. Type the answer into the key pad to call the Coyote.

If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

If your parents invested $500 in a bank account that will be increasing by 12.5% each year, in how many years will it take for your account to reach $4,166?

Write the equation on your paper and solve. Type the answer into the key pad to call the Coyote.

NOPE. Try again.

Click play to hear what the racoon said on the phone.

Use these items found in Riot's locker to enter the inital amount of whales.

In 1997, the population of humpback whales was decreasing at a rate of 7.4% per year. If there were 176,534 whales in 1997, between what years would you expect there to be half of the original amount?

The Heritage alarm code is the decay rate. Don't forget to press enter.

In 1997, the population of humpback whales was decreasing at a rate of 7.4% per year. If there were 176,534 whales in 1997, between what years would you expect there to be half of the original amount?

The Heritage alarm code is the decay rate. Don't forget to press enter.

In 1997, the population of humpback whales was decreasing at a rate of 7.4% per year. If there were 176,534 whales in 1997, between what years would you expect there to be half of the original amount?

The Heritage alarm code is the decay rate. Don't forget to press enter.

In 1997, the population of humpback whales was decreasing at a rate of 7.4% per year. If there were 176,534 whales in 1997, between what years would you expect there to be half of the original amount?

The Heritage alarm code is the decay rate. Don't forget to press enter.

In 1997, the population of humpback whales was decreasing at a rate of 7.4% per year. If there were 176,534 whales in 1997, between what years would you expect there to be half of the original amount?

The Heritage alarm code is the decay rate. Don't forget to press enter.

In 1997, the population of humpback whales was decreasing at a rate of 7.4% per year. If there were 176,534 whales in 1997, between what years would you expect there to be half of the original amount?

The HHS FH alarm code is the decay rate. Don't forget to press enter.

In 1997, the population of humpback whales was decreasing at a rate of 7.4% per year. If there were 176,534 whales in 1997, between what years would you expect there to be half of the original amount?

You're in!Grab your paper for the next step!

Write the equation for the problem and solve.In 1997, the population of humpback whales was decreasing at a rate of 7.4% per year. If there were 176,534 whales in 1997, between what years would you expect there to be half of the original amount?

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Hint:format#-#

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

WRONG. Try again.

Enter the answer here to unlock the mascot logbook. Don't forget to press enter.

WRONG. Try again.

The coyote was last seen heading to the Frisco Star

>

You're on that Coyote's tail! We've followed the tracks to the Star...

Let's investigate

Use these items found in Riot's locker to enter the inital price.

Vanessa wants to buy a Honda Accord worth 25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

The Star alarm code is the decay rate. Don't forget to press enter.

Here is the question again in case you forgot:Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

The Star alarm code is the decay rate. Don't forget to press enter.

Here is the question again in case you forgot:Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

The Star alarm code is the decay rate. Don't forget to press enter.

Here is the question again in case you forgot:Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

The Star alarm code is the decay rate. Don't forget to press enter.

Here is the question again in case you forgot:Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

The Star alarm code is the decay rate. Don't forget to press enter.

Here is the question again in case you forgot:Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

The Star alarm code is the decay rate. Don't forget to press enter.

Here is the question again in case you forgot: Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

You're in!Head to the weight room for more clues.

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

Don't forget to start with $!

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

Write the equation on your paper and solve. Type the answer into the key pad to call Rally to help catch the coyote.

Vanessa wants to buy a Honda Accord worth $25,000. The car will depreciate in value 5.5% every year. How much will the car be worth in 6 years when the loan is paid off?

$

NOOOOOOOOThe Coyote got away!

Try Again

You've found Riot just in time for tonight's game! Way to go!