Proportions
Dilations
Unit 3 (Transformations)
Final Jeopardy
100

Solve for t.

5/12 = t/36


15

100

In order to find the scale factor between two similar triangles we need to know the ratio between what kind of sides?

Corresponding

100

What does it mean for a transformation to be rigid motion?

Size and shape does not change.

100

Solve for all of the missing sides. You need to find both. You can leave your answer as a fraction if necessary.

JK = 7.5

EG = 10/3 or 3 1/3 or 3.3 repeating

200

Solve for x.

23/x = 92/16

4

200

What is the scale factor as we go from the blue triangle to the green triangle?

2

200

Name all three types of rigid motion transformations. (need all 3)

Reflection, Rotation, Translation

300

Solve for w to the nearest tenths place.

w/10 = 12/23

5.2

300

What is the scale factor needed to map triangle ABC to triangle A'B'C'.

1/2

300

Describe the transformation mapping triangle ABC to triangle A'B'C'. 

Translation down 3 units and left 8 units.

400

If x=5 and y=7, what is y when x=65?

91

400

Mapping triangle PQR to triangle P'Q'R' after a translation, describe the dilation needed.

Scale factor of 3 with a center at R'

400

Describe the transformation mapping triangle ABC to triangle A'B'C'.

Rotation of 90 degrees counterclockwise.

500

At SJ 3/5 of students are wearing sweatshirts today. There are 84 students wearing sweatshirts. How many total students are at the school today?

140

500

Give a sequence of transformations that maps triangle ABC to triangle A'B'C'.

Translation up 2 right 4. Dilation with center at A' and scale factor of 3.

Dilation with center A and scale factor of 3. Followed by a translation up 2 right 4.

500

Describe the transformation mapping triangle A to triangle P.

Reflection over the line x=4.