Question

100! has how many zeros in the end

Answer 1

Two Zero

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Answer 2

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The number of zeroes in the end = 146

Step-by-Step Explanation:

$100!\: = \: 9.33262154439 \times {10}^{157} \\ \\ 100!= \frac{933262154439}{100000000000} \times {10}^{157} \\ \\ 100!= \frac{933262154439}{ {10}^{11} } \times {10}^{157} \\ \\ 100!= 933262154439 \times {10}^{157 - 11} \\ \\ 100!= 933262154439 \times {10}^{146}$

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