if x+y=0 and x!=0 then find tha value of (x/y)^2014
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x + y = 0
x ≠ 0.
hence, x = - y
(x/y)^2014 = (-1)^2014 = [ (-1)^2 ]^1012 = 1^1012 = 1
x ≠ 0.
hence, x = - y
(x/y)^2014 = (-1)^2014 = [ (-1)^2 ]^1012 = 1^1012 = 1
Answered by
1
x + y = 0
x ≠ 0.
Thus, x = - y
This implies x/y = -1
(x/y)^2014 = (-1)^2014 = 1
x ≠ 0.
Thus, x = - y
This implies x/y = -1
(x/y)^2014 = (-1)^2014 = 1
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