Show that x+a is a factor of x^m - a^m for any even integer m
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Step-by-step explanation:
x+a=0
x= -a
put the value of x in eq
x^m-a^m
= (-a)^m-a^m
= (-1)^m×a^m-a^m
coz m is even integer. so (-1)^m = 1
so 1×a^m-a^m
=a^m-a^m
=0
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