If $(3/5)^x$= 81/625, what is the value of $x^x$?

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$(3/5)^x$ = 81/625 ആണെങ്കിൽ, $x^x$ ൻ്റെ മൂല്യം എന്ത്?

A16

B256

D32

Answer:

$(\frac35)^x=\frac{81}{625}$

$3^4=81,5^4=625$ ആയതിനാൽ

$(\frac35)^4=\frac{81}{625}$

$x = 4$

$x^x=4^4=256$

Related Questions:

$(125)^{\frac{2}{3}}\times(625)^{\frac{-1}{4}}=5^x$

x=?

$(64)^{2/3}+(4)^{5/2}+(216)^{1/3}=?$

$125^ {\frac{2}{3}}\times 625^ {\frac{-1}{4}} =?$