Question

What is the approximate value of log6 25?

Answer 1

1.796

Explanation:

did on edg.

Answer 2

1.80 is the approximate value.

Explanation:

The given expression is

`log_(6) (25)`

We use the following property

`log_(a)(b)=(log_(c)(b) )/(log_(c)(a) )`

So,

`log_(6) (25)=(log(25))/(log(6))`

But,
`log(25) \approx 1.40` and
`log(6) \approx 0.78`

Then,

`log_(6) (25)=(1.40)/(0.78) \approx 1.80`

Therefore, a approximate value to the given logarithm is 1.80.