if alpha and beta are the zeoes of the polynomial f(x)=x²-5x+k such that alpha-beta=1 find the value of k
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alpha x beta = constant term / coefficient of x^2
comparing this with equation
Alpha x beta= k/1= k
Given alpha x beta =1
Calculated above alpha x beta = k
Therefore k=1
comparing this with equation
Alpha x beta= k/1= k
Given alpha x beta =1
Calculated above alpha x beta = k
Therefore k=1
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