Question

0.41=log x

solve this equation for x. Round your answer to the nearest hundredth. Help pls Log equations test need quick answer.

Answer 1

change it to exponent form. a log with no base shown has a base of 10
10^0.41 = x
x = 2.57

Answer 2

The value of x= 2.57

Explanation:

`0.41=log x`

All log has base 10. so log x is log_10(x)

`0.41=log_(10)x`

Now we convert this log form into exponential form

`log_b(a)= c, \ then \ b^c=a`

`0.41=log_(10)x`

`10^(0.41)= x`

x= 2.57039

the value of x= 2.57