Question

if x^y = y^x find the value of( x/y)^ x/y

with process pls​

Answer 1

chemistry definitions

Answer 2

Answer:

Step-by-step explanation:

Given that

{x}^{y}  =  {y}^{x}

So we can write that, y = x^(y/x)

And substituting the value to

( { \frac{x}{y} )}^{ \frac{x}{y} }

We get ,

{ X / X^(y/x) }^(x/y)

= {X^(x/y)}/X^1

= X^{(x/y)-1}

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