The number with which when $82$ is multiplied product remains the same.

82

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0

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\frac{1}{82}

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1

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Solution

The correct option is D $1$
Any number when multiplied by $1$ , results in that number itself.
Hence, $82 \times 1 = 82$
So, option D is correct.

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82

{(\sqrt{82} + \sqrt{82})}^{2}

(82) (\sqrt{82})

\frac{(\sqrt{82} + \sqrt{82})}{82}

If {x} denotes the fractional part of x, then ${\frac{82 \times k + 2}{82}}$ = ${k + \frac{2}{82}}$ is, where k is an integer greater than 1:

\sqrt{82} - 1 a n d \sqrt{82} + 1

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