1. When 2x square- ax + 7 and ax² + 7x +12 are divided by
(x-3) and (x+1) repectively the remainder in the same
Find the value of a [use remaindre theorem]
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Answer:
a=10
Step-by-step explanation:
let p(x)=2x^2-ax+7
q(x)=ax^2+7x+12
given that when
p(x) divided by (x-3) the remainder p(3)= q(x) when divided by (x+1) the remainder q(-1)
p(3)=18-a+7=25-a
q(-1)=a-7+12=5+a
25-a=5+a
2a=20
a=10
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