Question

is 7 a repeating decimal

Answer 1

is 0.898989… a repeating decimal

Answer 2

is 0.898989… rational

Answer 3

is 0.567 a repating decimal?

Answer 4

is 0.567 rational

Answer 5

is 0.567 a rational square root of a perfect square

Answer 6

No, 7 is not a repeating decimal. It is a whole number that can be represented as a terminating decimal.

Answer 7

Yes, 0.898989... is a repeating decimal. The digits "89" repeat infinitely after the decimal point.

Answer 8

Yes, 0.898989... is a rational number. A rational number is any number that can be written as the quotient (or fraction) of two integers. In this case, we can write 0.898989... as the fraction 89/99, which reduces to 1/11. Therefore, 0.898989... is a rational number.

Answer 9

No, 0.567 is not a repeating decimal. It is a terminating decimal because it ends after the third digit.

Answer 10

Yes, 0.567 is a rational number. A rational number is any number that can be written as the quotient (or fraction) of two integers. In this case, we can write 0.567 as the fraction 567/1000. Therefore, 0.567 is a rational number.

Answer 11

No, 0.567 is not a rational square root of a perfect square. A rational square root of a perfect square is a number that, when squared, gives a perfect square, and can be expressed as a fraction. However, 0.567 is an irrational number because it cannot be expressed as a fraction of two integers.