Question

x^(√log x)=10^8

Answer 1

solve for x

Answer 2

x^sqrt(log x)=10^8
x^log*x^1/2=1068(using properties of log)
taking log both sides
(log x ^1/2)*(log x)= 10 log 8
(1/2)* (log X )^2= 8
2* 1/2)* 1og X =8
x= e^8

Answer 3

in 2 nd line 10^8 not 1068

Answer 4

I don't think that's a property of logs.

Answer 5

log X^n=n* log X

Answer 6

but it's just x^(sqrt(logx)). the log is in the exponent, not the base

Answer 7

look it doesnt matter where the log is u can use it !!! read some standard text on math u will understand..