Basics
Word Problems
Converse
Complex
Distance on a Coordinate Plane
100

What is the Pythagorean Theorem 

a2 + b2 = c2

100

One leg of a right triangle is 8cm and the other leg is 12cm. What is the length of the hypotenuse. Round to the nearest tenth. 

14.4cm 

100

Fill in the blank: 

If  a2 + b2 = cthen the triangle is a ____________ __________ 

Right triangle. 
100

Solve for AD in figure #5

AD =24

100

True or False

You can count the units/ boxes of a diagonal line on a coordinate plane 

False. You can only count the units of a vertical or horizontal line on a coordinate plane

200
What are the two types of sides on a right triangle? Spelling does not count

Legs and Hypotenuse

200

A 15ft ladder is propped up against a 10ft wall. How far away is the base of the ladder from the base of the wall? Round to the nearest tenth.  

11.2ft

200

Is the triangle in figure #2 a right triangle? 

Yes

200

Solve for AC in figure #6

Round to the nearest tenth

AC= 19.1 

200

Find the distance between point A and point B in figure #8 

Round to the nearest tenth 

5.7

300
Fill in the blank: 

The hypotenuse is the _____________ side of a right triangle.

The hypotenuse is the LONGEST side of a right triangle.

300

Duncan's bedroom is rectangular. The length of one wall of Duncan's bedroom is 4 meters. The length from one corner of the bedroom to the diagonally opposite corner is 5 meters. What is the length of the other wall?

3 meters


300

Is the triangle in figure #3 a right triangle? 

No

300

Solve for DC in figure #5

DC = 18

300

Find the distance between point B and point C in figure #8

6.7

400

What is the length of the hypotenuse of the triangle in figure 1? 

17

400

Three people are sitting on the bus on their way to school. Dana is 4m directly behind Brenda and 3m to the left of Cameron. How far is Brenda from Cameron?

5m

400

A triangle has sides with lengths of 30 meters, 56 meters, and 65 meters. Is it a right triangle?

No 

400

Solve for DC in figure #6

Round to the nearest tenth 

DC= 14.5

400

Find the distance between the store and the bank in figure #9 

Round the nearest tenth

15.2 miles

500

What is the length of one of the legs in the triangle in figure 1? 

8 or 15

500

In Wildgrove, the library is 21 kilometers due south of the courthouse and 28 kilometers due west of the community swimming pool. What is the distance between the courthouse and the community swimming pool?

35km 

500

Why is the triangle in figure #4 not a right triangle? 

Because 2577.25 does not equal 2352.25  

500
Solve for the length of AD in Figure #7 

Round to the nearest tenth

AD = 29.6

500

Use figure #9 to solve 

Ms. Hooper starts at her house and then takes a direct path to the the store. Then she takes the direct path from the store to the bank. From there, she drives back to her house. What is the total distance that she drives? Round to the nearest tenth

45.1 miles

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