Find the no. of trailing zeroes in (23!+24!+26!)
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Answered by
2
23! + 24! + 25! = 72!
72/5 = 14 ( in 72 14 fives are there)
72/25 = 1 ( in 72 only one 25)
So no of zeros = 14 + 1 = 15
Answered by
0
We have to look like more number of N.
There are trailing zeroes is the Power of 10 in the expression onward and more number of times N is divisible by 10.
There are divisible by 10 with available for divide in 2 & 5.
We know about the zero at the end, both a and b should be at least 1.
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