Square Roots
Square Numbers
Side Lengths
Estimating Square Roots
Applying the Pythagorean Theorem
100

The square root of 81

What is 9?

100

132

What is 169?

100

The side length of a square with area 121 cm2.

What is 11 cm?

100

The numbers found between square root of 32.

What is 5 and 6?

100

The Pythagorean Theorem equation.

What is c2 = a2 + b2 ?

200

The square root of 144.

What is 12?

200

212

What is 441?

200

The side length of a square with area 196 cm2.

What is 14?

200

The numbers found between square root of 68.

What is 8 and 9?

200

The c on the pythagorean theorem represents ___________.

What is the hypotenuse?

300

The square root of 225.

What is 15?

300

562

What is 3136?

300

The side length of a square with area 484 cm2.

What is 22 cm?

300

The numbers found between square root of 156?

What is 12 and 13?

300

Side a is 4 cm, side b is 4 cm, side c is  _____.

What is 5.65 cm?

400

The square root of 625.

What is 25?

400

1502

What is 22, 500?

400

The side length of a square with area 1225 cm2.

What is 35 cm?

400

The numbers found between square root of 300?

What is 17 and 18?

400

Side a is 5 cm, side b is 5 cm, side c is  _____.

What is 7.07 cm?

500

The square root of 2500.

What is 50?

500

3622

What is 131, 044?

500

The side length of a square with area 4225 cm2.

What is 65 cm?

500

The numbers found between square root of 600?

What is 24 and 25?

500

Side a is 6 cm, side b is 6 cm, side c is  _____.

What is 8.48 cm?