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GEOMETRYCongruent and Similar Triangles

MENÚ

CHARACTERS (examples)

INTRODUCTION

MISSIONS

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HI-SCORE

INTRODUCTION

1. Congruent triangles - SSS

Side-Side-Side (SSS) theorem https://www.pbslearningmedia.org/resource/geometry-triangles-sss/sss-postulate-school-yourself-geometry/ SSS Postulate | School Yourself Geometry | PBS LearningMediaWhen triangles have three matching side lengths, they're always congruent. Learn why with this interactive video from the School Yourself Geometry...PBS LearningMedia

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6. Similiar triangles - SAS

Side-Angle-Side theorem (SAS)

7. Calculating missing sides with similar triangles

2. Congruent triangles - ASA

Angle-Side-Angle theorem (ASA) https://www.pbslearningmedia.org/resource/geometry-triangles-asa/asa-postulate-school-yourself-geometry/ ASA Postulate | School Yourself Geometry | PBS LearningMediaWhen triangles have two matching angles, and matching side lengths between those angles, they're always congruent. Learn more with this interactive...PBS LearningMedia

5. Similiar triangles - SSS

Side-Side-Side theorem (SSS) *not to be confused with the SSS theorem for congruent triangles!

3. Congruent triangles - SAS

Side-Angle-Side theorem (SAS) https://www.pbslearningmedia.org/resource/geometry-triangles-sas/sas-postulate-school-yourself-geometry/ SAS Postulate | School Yourself Geometry | PBS LearningMediaWhen triangles have two matching side lengths, and matching angles between those sides, they're always congruent. Learn more with this interactive...PBS LearningMedia

4. Similiar triangles - AA

Angle-Angle theorem (AA) If two triangles have two pair of corresponding angles that are congruent, then these two triangles are similar. https://www.pbslearningmedia.org/resource/geometry-triangles-aa/aa-similarity-school-yourself-geometry/ AA Similarity | School Yourself Geometry | PBS LearningMediaAs long as triangles have two matching angles, they will always be similar. Learn more with this interactive video from the School Yourself Geometry...PBS LearningMedia

Click on each topic for a review!

CHARACTERS

PLAYER1

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PLAYER2

PLAYER3

PLAYER4

Click to view different examples

MISSIONS

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1 SPACE

2 PUZZLE

3 STICK

4 FROG

PASSWORD

Pass the missions to obtainthe password numbers

OF 5

LEVEL 1

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Triangles SUV and NEO

Trianges SUV and ATW

Triangles NEO and ATW

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Not congruent

Congruent using the SAS

Congruent using the ASA

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Congruent based on ASA

Congruent based on SSS

Congruent based on AA

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Congruent using the AA theorem

Congruent using the ASA theorem

Not congruent

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Nothing, these two triangles are not congruent.

Angles Y and P are congruent.

Angles Z and R are congruent.

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X

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THE NUMBER OF THIS MISSION IS 4

CONGRATULATIONSon finishing mission1!

X

Go back?

Not yet Game over!

X

YES

NO (back to home page for a review!)

OF 5

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2

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NEXT

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2.5 cm

3 cm

6 cm

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Line DF

Line DE

Line EF

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NEXT

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Line AE

Line AB

Line FE

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7 cm

12.9 cm

1.66 cm

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NEXT

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13.3 cm

1.66 cm

41.5 cm

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NEXT

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THE NUMBER OF THIS MISSION IS 3

CONGRATULATIONSon finishing mission2!

X

Go back?

Don't give up!

X

YES

NO (back to the home page for a review)

OF 5

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Not similar

Similar based on the AA theorem

Similar based on the ASA theorem

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Similar based on the AA theorem

Not similar

Similar based on the SSS theorem

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None of them

Triangle DEF

Triangle GHI

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Triangle DFE

Triangle YXZ

Triangle GIH

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Record what you find in each step! Click on the image to enlarge it.

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Similar based on the SAS theorem

Similar based on the AA theorem

Similar based on the SS theorem

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THE NUMBER OF THIS MISSION IS 2

CONGRATULATIONSon finishing mission3!

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Go back?

You're so close!

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NO (back to home page for a review)

OF 3

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Similar based on the SSS theorem

Similar based on the AA theorem

Similar based on the SAS theorem

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Record what you find in each step! Click on the image to enlarge it.

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1.33

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Record what you find in each step! Click on the image to enlarge it.

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2.99

3.58

1.69

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THE NUMBER OF THIS MISSION IS 1

CONGRATULATIONSon finishing mission4!

X

Go back?

Keep going!

X

YES

NO (back to the home page for a review)

CONGRATULATIONS

THANKS FOR PLAYING

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