divide 2y⁴-7y³+7y²-6y+10by(y-2)
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Answer:
REMAINDER IS 138
Explanation:
We will solve this using remainder theorem method,
p(x) = 2y⁴-7y³+7y²-6y+10
Step 1 = Let us find out the root of the divisor
g(x) = y-2
y-2 = 0
y= -2
Step 2 = Let us find the remainder
p(-2) = 2(-2)⁴-7(-2)³+7(-2)²-6(-2)+10
= 2(16) - 7(-8) + 7(4) +12 +10
= 32 + 56 + 28 + 12 + 10
= 138
Remainder = 138
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