Question

Solve for {x}: x^log5(x)>5

Answer 1

\[x \log_5{x} \]

Answer 2

x*log5(x) or x^log5(x) ?

Answer 3

hello @maheshmeghwal9 which one is correct?

Answer 4

xlog5(x)>5
log5(x)^x >5

how can you writing 5 using log5(x) ?

Answer 5

there is logarithm base 5 of x

Answer 6

Write as
\[\log_5 x^x >\log_5 5^5\]
And then use your brains .

Answer 7

sorry, x^log5(x) is correct .i am very sorry.

Answer 8

@maheshmeghwal9 , Please use the latex and rewrite the question please

Answer 9

so than there is x on exponent logarithm ?