If alpha ,beta are the roots of x^-p(x+1)+c=0then(1+alpha)(1+beta)
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Answer:
1+c
Step-by-step explanation:
x^2-p(X+1)+c=0
x^2-px-p+c=0
sum of roots=alpha+beta=-b/a=(p)
product of roots =c/a=(c-p)
(1+alpha)(1+beta)=1+(alpha×beta)+(alpha+beta)
=1+c-p+p
=1+c
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