Question

what is Find the relation between a and b if log10 ( a/b+b/a+2)=log104

Answer 1

Answer:

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Answer 2

Answer:

Given,

log10a+log10b=log10(a+b) 

∴log10ab=log10(a+b)       [∵loga+logb=logab]

∴ab=a+b.

Dividing throughout by b we get

a=ba+1⇒a−ba=1⇒a(1−b1)=1⇒a(bb−1)=1⇒a=b−1b

Explanation:

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