If x^15 + 51 is divided by x+ 1 , the remainder is?
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1
Now, putting -1 for X in X^51+51, we get: (-1)^51 + 51, which is nothing but -1 + 51 = 50. Therefore, when X^51 + 51 is divided by (X+1), we get the remainder as 50.
Answered by
46
x+1=0
x= -1
p(x)=x¹⁵+51
By remainder theorem,we know that when p(x)is divided by (x+),the remainder is p(-1)
p(-1)= (-1)¹⁵+51
= -1+51
= 50
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