the remainder when he polynomial p (x) = 13x^10-16x^7+12x^3 -3x-5 is divided by x -1
Answers
Step-by-step explanation:
Concept applied: Remainder theorem
P(x) = 13x¹⁰ - 16x⁷ +12x³ -3x - 5
g(x) = x-1
Step 1 equate g(x) to 0
hence x-1 = 0
so, x = 1
Step 2 put the value obtained in step 1 to p(x)
so p(1) = 13(1)³-16(1)⁷+12(1)³-3(1)-5
= 13-16+12-3-5
(-3)+12-8
(1)
therefore the remainder is 1
Answer:
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