If a,b are zeroes of quadratic polynomial 22 + 5x + k, find the value of k such that (a+b) -aß = 24.
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Step-by-step explanation:
a,b are zeroes of 22x^2+5x+k
a+b=-5/22
ab=k/22
(a+b)-ab=24
-5/22-k/22=24
-(5+k)/22=24
-(5+k)=528
5+k=-528
k=-533
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