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But how many 4^4 are there in the left side of the equality: 4^4 * 4^4 *....4^4 = 4^(4^4)

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But how many 4^4 are there in the left side of the equality: 4^4 * 4^4 *....4^4 = 4^(4^4)
posted Feb 21 by anonymous

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2 Answers

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If N = number of 4^4 on the left side
4^(4+4+4+4+4...........) = 4^(4^4)
4^(N*4) = 4^(4^4)
N*4 = 4^4 { Equating the powers on LHS and RHS }
N = 4^4/4 = 4^3 = 64
which means there are 64 terms (4^4) in the LHS.

answer Feb 22 by Tejas Naik
0 votes

64
Jukmifgguggh

answer Feb 25 by anonymous
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