√99 = Square root of 99 = Irrational.
Rational # are able to be expressed as the ratio of 2 integers.
i.e. √25 = +5
5 = 5/1 = rational
Irrational # can not be expressed as a ratio of 2 integers.
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Yes, it is.
99 is an irrational number! rational number is the one which can be wrriten in terms of ratios of two numbers! * * * How about 99 = 198/2 = 293/3 = 396/4? Every whole number is a rational number, of course, including 99.
1.2073
0.4848 repeating is a rational number. It can also be written as 16/33
A rational number is a number that can be expressed as the division a/b where a and b are both integers. In this case 0.323232.... is a recurring decimal, and so is rational, as all recurring decimals are rational. This can be proved in the following way: 0.323232... x 100 = 32.323232... 0.323232... x 100 - 0.323232... = 32 0.323232... x 99 = 32 0.323232... = 32/99 Therefore 0.323232... is a rational number.
If that is a terminating decimal: 0.58585858 = 58585858/100000000 = 29292929/50000000 And thus a rational number If it's a recurring decimal: 0.58585858... = 58/99 And thus a rational number