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Mystery Breakout

Systems of Equations Review

Start

Intro

You have entered a dark and unknown world from which you have to get out before it's too late and you will be locked in forever.

Continue

Mission 1

Locked

Locked

Locked

Answer the question and you will find out the address of the following scenario

Substitution

Neither

Elimination

Which method would be the best for solving the following system?-x+y=-34x+y=2

Substitution

Neither

Elimination

Which method would be the best for solving the following system?-x + y = -3y = 2 - 4x

Substitution

Neither

Elimination

Which method would be the best for solving the following system?y = -3y = 2 - 4x

Mission 2

Completed

Locked

Locked

Drag and discover

(4,4)

(2,4)

(1,8)

Solve the following system using the substitution method for the next clue.4x+y=12y=4x+4

Mission 3

Completed

Completed

Locked

(3,4)

(2,3)

Solve the following system using the elimination method to move on.2x + 3y = 13-2x + 8y = 20

(4,2)

2x-4y=302x-2y=43

2x+4y=302x+2y=43

2x+4y=432x+2y=30

The last clue leads you to an open shop and are told to buy two games and four packs of candy. Your total came to \$43.00. Your partner was instructed to buy two games and two packs of candy. Their total was \$30.00. Which two systems would help you determine the price of each item?

Candy = \$8.50Games = \$6.50

I'm never escaping this place

Candy = \$6.50Games = \$8.50

Using the system from that last clue, you must determine the price of each large bag of candy and the price of each game before the shop owner will tell you where to find the next clue.

216

Continue

Remember the code

Completed

Mission 4

Completed

Completed

25 and 31

30 and 32

28 and 34

The previous note left you with the following directions.TJ and JJ are brothers next door. They are 6 years apart, but the sum of their ages is 62. Tell them their ages and they will give you the password out of here!

14+3

Continue

Completed

Completed

Completed