Q: Is 67 percent a rational or irrational number?

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A number that is rational can, by definition, be expressed as a ratio: 2.67 = 267/100 (2.67 = 2 + 0.67 = 2 + 67/100 = 200/100 + 67/100 = 267/100) The number 2.67 is rational.

yes, it is rational. In fact, it is an integer. It's prime factorization is 2^2 * 3 * 67 * 49801 If you meant .040040004, then yes, it is still rational. It can be written as a fraction as 40040004/100000000. any terminating decimal is a rational number.

100: ("percent" means?)

100%

67/100

Related questions

-67 is a rational number

Yes. 67/100 is a ratio (fraction) Since it can be put into a ratio, it is a rational number.

Rational.

No. -67 is a rational number Any number that can be represented as a ratio of two integers is rational. Those that cannot are irrational. Since -67 can be represented as the ratio -67/1 (both -67 and 1 are integers) it is rational.

Yes. 67/100 is a ratio (fraction) Since it can be put into a ratio, it is a rational number.

Any number that you can completely write down on paper is rational. You wrote (or typed) 67. Therefore it's rational.

You can divide 65 by rationals and irrationals: Divided by a rational: 65 ÷ 13/2 = 10 Divided by an irrational: 65 ÷ √13 = 5√13

A number that is rational can, by definition, be expressed as a ratio: 2.67 = 267/100 (2.67 = 2 + 0.67 = 2 + 67/100 = 200/100 + 67/100 = 267/100) The number 2.67 is rational.

66/67=0.985074627... This is considered an irrational number because it continues on forever and it does not repeat at all.

Yes it is.Yes, 67 is a rational number

No. One-third is a rational number. Any number that can be represented as a fraction using integers, like 1/3, 7/982, 67/5, etc. is rational.

There is only one type of rational number, namely the type that follow the definition precisely: A rational number is a number that can be written as a fraction of two (relatively prime) whole numbers a and b. A number is either rational or not rational. 123/67 is a rational number. Pi, or the square root of six, are irrational numbers. In decimal form, a rational number has a finite amount of decimals, or a repeating pattern of them. An irrational number has infinitely many non-repeating decimals.