Divide 12-17x-5x2 by 3-5x and verify by division algorithm
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Answered by
18
hope ur qn is 12-17x-5x^2
now
just simply divide it
(12-17x-5x^2)/(3-5x)
take out minuse common in both numerator and denominator
then u wii get
(5x^2+17x-12)/(5x-3)
now divide it
quotient =x+4
remainder=0
now by euclide division lemma
dividend=divisior × quotient +remainder
now put the values
5x^2+17x-12=(5x-3)×(x+4)+0
lhs=rhs
hence verified
hope it will help you
now
just simply divide it
(12-17x-5x^2)/(3-5x)
take out minuse common in both numerator and denominator
then u wii get
(5x^2+17x-12)/(5x-3)
now divide it
quotient =x+4
remainder=0
now by euclide division lemma
dividend=divisior × quotient +remainder
now put the values
5x^2+17x-12=(5x-3)×(x+4)+0
lhs=rhs
hence verified
hope it will help you
Answered by
8
Answer:
hope ur qn is 12-17x-5x^2
now
just simply divide it
(12-17x-5x^2)/(3-5x)
take out minuse common in both numerator and denominator
then u wii get
(5x^2+17x-12)/(5x-3)
now divide it
quotient =x+4
remainder=0
now by euclide division lemma
dividend=divisior × quotient +remainder
now put the values
5x^2+17x-12=(5x-3)×(x+4)+0
lhs=rhs
hence verified
hope it will help you
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