(4x^3+4x^2+5x-3)÷(2x+1)
in synthetic division
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Answer:
Quotient- 2x²+ x +2 ( By long division method)
Remainder - 2x+1 =0
x= -1/2
p(-1/2)= 4(-1/2)³+4(-1/2)²+5(-1/2)-3
By solving the equation we get
p(-1/2)= -5 is the remainder (By remainder theorem or by long division method)
Thank you
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