The Pythagorean Theorem
Square Roots
Estimating Square Roots
Using The Pythagorean Theorem
100

The C in the Pythagorean Theorem stands for this.

What is The Hypotenuse?

100

Square root of 37 rounded to the nearest tenth

6.1

100

Estimate the square root of 12 to the nearest whole number.

3

100

The length of the hypotenuse if the legs are 3 and 4 units.

What is 5?

200

The A and B stands for these in the Pythagorean Theorem.

What are The Legs?

200

Square root of 234 rounded to the nearest tenth

15.3

200

Estimate the square root of 75 to the nearest whole number.

9

200

(True or False) A triangle with leg lengths of 9 and a hypotenuse of 14 is a right triangle.

What is False?  

92 + 92 =162, not 196

300

The type of triangle used in the Pythagorean Theorem

What is a Right Triangle?

300

Square root of 120 rounded to the nearest tenth

What is 11?

300

Estimate the square root of 58 to the nearest whole number.

8

300

The length of the hypotenuse of a right triangle when the legs are each 7 units.

What is the square root of 98 or 7 square root of 2?

400

The formula for the Pythagorean Theorem.

What is A2 + B2 = C2.

400

Square root of 425 rounded to the nearest tenth

20.6

400

Estimate the square root of 172 to the nearest whole number.

13

400

The length of the missing leg when the hypotenuse is 10 units and one leg is 8 units.

What is 6 units?

62 + 82 = 102

500

The Greek Philosopher best known for his right-triangle theorem.

Who is Pythagorus?

500

The numbers 36, 100, and 225 are examples of this.

What are Perfect Squares?

500

Estimate the square root of 104 to the nearest whole number.

10

500

The approximate length of the hypotenuse of a right triangle with legs of 2 and 8 units. Round to the nearest tenth.

What is 8.2 units?

22 + 82 = 68

square root of 68 is approximately 8.2