(a) b2 + 7b-8 solve it form
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Answer:
b is either (-8) or (1)
Step-by-step explanation:
Given---b^2 + 7b - 8=0
(using factorisationbinnthe middle term 7b)
b^2 + 8b - 1b -8=0
(taking (b) common in first two terms and (-1) common in last two terms)
b(b + 8) -1(b + 8)=0 --------(2)
(Finally taking (b+8) common from terms in eq(2) )
(b+8)(b-1)=0
AS THEIR MULTIPLICATION IS 0, EUTHER OF THENTERMS SHOULD BE P. So,
taking b+8=0, we got [b=(-8)]
taking b-1=0, we got [b=(1)]
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