If x^y=y^x and x,y=(0,100) then find x and y
Answer (1)
17th Apr, 2020
Hi student,
It is given that x^y=y^x.
Then, from the above equation we get y = x^(y/x) and x = y^(x/y).
Putting x,y=(0,100), then we get,
y = 0^(100/0) = 0
x = 100^(0/100) = 100^0 = 1
So, here x = 1 and y = 0.
Feel free to ask doubts in the Comment Section.
I hope this information helps you.
Good Luck!
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