Question

What is the value of Log5+log25 is

Answer 1

Answer:

here is your answer in the attachment

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Answer 2

Given,

A logarithmic expression log5+log25

To Find,

The value of this expression.

Solution,

The given expression is

log5+log25

log5+log5²

Using the formula

log mⁿ = n log m

So,

log5+ 2log 5

3 log5

3(0.69) {The value of log5 = 0.69}

2.07

Hence, the value of log5+log25 is 2.07.