Grade 12th passAlgebra
if a>0 and x>y the show thata^x+a^-x>a^y+a^-x
if a>0 and x>y the show that
a^x+a^-x>a^y+a^-x
1 Answer
Harsh Patodia
Hi Student
a^x + a^-x > a^y + a^-x
a^-x is common and can be cancelled out on both sides (please check if there is some change in this )
a^x > a^y
SInce x>y, the above inequality will hold true when a>1 not for 0<a<1.
So please check the question again
a^x + a^-x > a^y + a^-x
a^-x is common and can be cancelled out on both sides (please check if there is some change in this )
a^x > a^y
SInce x>y, the above inequality will hold true when a>1 not for 0<a<1.
So please check the question again
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