$x^y = y^x$ and if x = 2y, what is y?

Challenger App

★

1M+ Downloads

$x^y = y^x$ കൂടാതെ x = 2y എങ്കിൽ y എത്ര ?

D$\frac{1}{3}$

Answer:

x = 2y (2y) ^y =y^(2y ) 2^y . y^y = y^y . y^y 2^y = y^y y = 2

Related Questions:

$27^{1/3}\times8^{1/3}\times16^{1/4}=?$

$19 x ^3 = 1216$ ആയാൽ x എത്ര?

$\sqrt{10\times{\sqrt{(2^3)^2}}\times\sqrt{(5^3)^2}}=$

$5^{3x-2} = 625$ ആയാൽ x കാണുക?