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Solve the Equation
Pythagorean Theorem
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100

Transcribe and find the answer: The sum of thirteen and seven

13 + 7 = 20

100

Solve for x: 6 + x = 12

x = 6

100

Finish the equation for the Pythagorean Theorem: a+ b2 = ?

a+ b2 = c2

100

If two figures are the SAME SIZE and the SAME SHAPE they are _______________

Congruent

100
The SUM of all the interior angles of a triangle add up to ___________ degrees

180 degrees

200

Find the answer: The product of twelve and three

12(3) = 36

200

Solve for x: 37 - x = 22

x = 15 

200

What special kind of triangle works for the Pythagorean theorem? (Hint: Think about the angle measurements)

A right triangle

200
If two figures are the SAME SHAPE but DIFFERENT SIZES they are ___________

Similar

200

5=
(hint: think about how many times you are multiplying 5 by itself - you are NOT multiplying 5x3, if you get 15 as your answer try again)

5 x 5 x 5 = 125

300

Nine subtracted from some number 

x - 9

300

Solve for x: 9(x) = 108

x = 12

300

What are the sides of the right triangle (a and b) called?

The legs

300

A dilation is a change in the shape or the size of a figure?

A change in the size

300

97 x 94 = 9?

911

400
The quotient of twelve and some number is four

12/x=4

400

Solve for x:  14 + 2x = 20 

x = 3

400

What is the slanted side across from the right angle (c) called?

Hypotenuse

400

TRUE or FALSE: If two triangles are similar, then they have different angle measurements, but the side lengths are the same. 

FALSE

400

(33)4 = 3?

312

500

Seven subtracted from half of some number is ten

x/2 - 7 = 10 

500

Solve for x: 9x - 9 =  18

x = 3

500

Find c if: a = 3, b = 4 

c = 5
500

Triangle ABC has the following angle measurements: Angle A = 30 degrees, Angle B = 60 degrees, and Angle C = 90 degrees.

Triangle LMN is similar to triangle ABC. Angle L = 30 degrees. How many degrees is angle M? How many degrees is angle N?

M = 60 degrees, and N = 90 degrees

500

34/32 = 3?

32

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