show that log(x^n/y^n) + log(y^n /z^n) + log(z^n/x^n) =0
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Answered by
8
Answer:
this can be written as
log(x^n)- log(y^n) + log(y^n) - log( z^n) + log(z^n) - log(x^n)
so all cancel each other therefore the answer is zero
Answered by
2
Step-by-step explanation:
log(xⁿ) - log(yⁿ) + log(yⁿ) - log(zⁿ) + log(zⁿ) - log(xⁿ)
log(xⁿ) - log(xⁿ) - log(yⁿ) + log(yⁿ) - log(zⁿ) + log(zⁿ)
0 + 0 + 0
= 0
Hence proof
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