From the first $100$ natural numbers a number is chosen at random, the probability for it to be a composite number is

\frac{74}{100}

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\frac{24}{100}

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\frac{25}{100}

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\frac{26}{100}

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Solution

The correct option is A $\frac{74}{100}$
No. of composite numbers = Total - No. of primes $- 1$ = $100 - 25 - 1 = 74$
Therefore, required probability = $\frac{74}{100}$

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