If alpha and bita are roots of the equation x^2-7x+12=0 then alpha/bita+bita/alpha is solve
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sum of zero= -b/a
alpha+ bita = -(-7)/1=7
product of zero=c/a
alpha × bita = 12/1=12
alpha/bita + bita/alpha
alpha^2+bita^2/alpha bita
(alpha+ bita)^2/12
7^2/12
49/12
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