Is Bar is a rational number?

Is Bar is a rational number?

Ans: 7.48 bar is a rational number. Any number which can be expressed in the form P/Q, where P & Q are integers & Q in not zero, is a rational number. X can be expressed in form P/Q. X is rational number.

Is 7.478 bar is a rational number?

Since 7.478 is a non-terminating and recurring (repeating) decimal. So, it is a rational number.

Is 0.101001000 Rational or irrational?

0.101001000…. is an irrational number because it is a non-terminating and non-`repeating decimal. Therefore, 0.101001000…. is an irrational number.

Is 0.6 bar a irrational number?

The decimal 0.6 is a rational number.

Is 7/9 rational or irrational?

9/7 is a RATIONAL number because it fulfills the definition of a rational number: (1.) It can be expressed as the quotient of two integers “a” and “b”, i.e., a/b, where b does not equal zero (0); In this case, the integers are 9 and 7, and (2.)

Is 2.134 bar is a rational number?

Answer: it’s a rational number. 2.134bar indicates non-terminating decimal form.

Is 7.484848 a rational number?

so 7.484848…. is a rational number. , then the rational number will be terminating decimal. Otherwise the rational number will be non-terminating, recurring decimal.

Is 7.478478 a rational number?

7.478478… is a rational number as it is a non-terminating recurring decimal i.e, the block of numbers 478 is repeating.

Is 3.245245 a rational number?

From the above written options; (a),(b) and (d) are out of the race,because these are terminating decimal expansion,thus these numbers are rational.

Is 0.66666 a rational number?

The repeating decimal 0.6666,…can be represented as a rational number 2/3. C.H. 0.6 is not a repeating rational number .

Is 6.66666 a rational number?

No. 6.666… is between 6 and 7, so it’s a finite real number. The repeating decimal means that it is also a rational number. (Irrational numbers don’t have repeating or terminating decimal expansions.)