Question

Log 10x= 4.27 as nearest whole number

Answer 1

Given:

`\log _(10) x=4.27`

To find:

The value of x.

Solution:

`\log _(10) x=4.27`

Logarithmic function:

If
`\log _(a)(b)=c` then
`b=a^(c)`

Using this function in above, we get

`x=10^(4.27)`

`x=18620.87`

`x=18621` (nearest whole number)

The value of x is 18,621.