Let m be a non-zero integer and n be a positiveinteger. Let R be the r

1.	Let m be a non-zero integer and n be a positiveinteger. Let R be the remainder obtained ondividing the polynomial x^n+ m^n" by (x - m).Then,2016 1(a) R is a non-zero even integer(b) R is odd, if mis odd(C) R = s2 for some integer s, if n is even(d) Rut for some integer if 3 divides n
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Let m be a non-zero integer and n be a positiveinteger. Let R be the remainder obtained ondividing the polynomial x^n+ m^n" by (x - m).Then,2016 1(a) R is a non-zero even integer(b) R is odd, if mis odd(C) R = s2 for some integer s, if n is even(d) Rut for some integer if 3 divides n

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Let m be a non-zero integer and n be a positiveinteger. Let R be the remainder obtained ondividing the polynomial x^n+ m^n" by (x - m).Then,2016 1(a) R is a non-zero even integer(b) R is odd, if mis odd(C) R = s2 for some integer s, if n is even(d) Rut for some integer if 3 divides n​

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Let m be a non-zero integer and n be a positiveinteger. Let R be the remainder obtained ondividing the polynomial x^n+ m^n" by (x - m).Then,2016 1(a) R is a non-zero even integer(b) R is odd, if mis odd(C) R = s2 for some integer s, if n is even(d) Rut for some integer if 3 divides n