Write the following expressions as logN and find their values wherever possible log2+log5
Answers
Answered by
28
let log2+log5 = x
now,
=> log(2×5)=x
now,
=> log(2×5)=x
Answered by
34
HEY mate here is your answer.
log2+log 5=log(2#5)=log10 =1(answer)
whenever any base is not given then it is considered as the base 10 so the answer is 1.
hope it helps you.
log2+log 5=log(2#5)=log10 =1(answer)
whenever any base is not given then it is considered as the base 10 so the answer is 1.
hope it helps you.
Anonymous:
thanks dear
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