Question

64 is known as a square. when we simplify 8² we get 64 so we can say 8 is equal to 64 and the of 64 is 8. 75 is a square because no 2 numbers by equals 75. the square root of 75 would be a if we used a calculator to solve for it. we could also the square root of 75 to reach an estimate.

Explanation:

1. 64 is the product of 8×8, so it is a perfect square.
2. $8^2$ is read as "8 squared", which equals 64.
3. The inverse operation of squaring is taking the square root, so the square root of 64 is 8.
4. 75 cannot be written as a whole number multiplied by itself, so it is a non-perfect square.
5. A non-perfect square means no two numbers multiplied by themselves equal it.
6. The square root of a non-perfect square is a non-whole number, which appears as a decimal on a calculator.
7. Without a calculator, we can approximate the square root of 75 to get an estimate.

Answer:

1. 64 is known as a perfect square.
2. When we simplify $8^2$ we get 64 so we can say 8 squared is equal to 64
3. and the square root of 64 is 8.
4. 75 is a non-perfect square because no 2 numbers
5. multiplied by themselves equals 75.
6. The square root of 75 would be a decimal if we used a calculator to solve for it.
7. We could also approximate the square root of 75 to reach an estimate.