if alpha and beta are the zeroes of polynomial x2 - 5x - 4.find the value. of alpha/beta+ beta /alpha
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by solving the given polynomial Eq. we find tha zeroes =
x2-5x+4= x-4x-x+4

so we find the value of alpha and beta is 1 and 4, by putting the valu of alpha and beta in Eq. we easily find solution=
alpha/beta+beta/alpha= 1/4+4/1=17/4
x2-5x+4= x-4x-x+4
so we find the value of alpha and beta is 1 and 4, by putting the valu of alpha and beta in Eq. we easily find solution=
alpha/beta+beta/alpha= 1/4+4/1=17/4
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