Find the remainder when x51+51 is divided by (x+1).
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Answered by
6
x51+51 ÷ x+1
x51+51 ÷ x+1
51(x+1) ÷ x+1 [Both (x+1) are getting cancelled]
=51
∴There is no reminder because x51+51 directly goes from (x+1)
hence remainder=0
x51+51 ÷ x+1
51(x+1) ÷ x+1 [Both (x+1) are getting cancelled]
=51
∴There is no reminder because x51+51 directly goes from (x+1)
hence remainder=0
Neotros:
You are doing GooD...
Answered by
2
Step-by-step explanation:
By reminder theorem,
remember =p(-1), since the divisor is x+1 (x+1=0
x=-1)
p(x)= x⁵¹+51
p(-1)= (-1)⁵¹+51
-1 + 51=50
Hence 50 is the remainder when we divide x⁵¹+51 by x+1
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