If α and β are zeros of p(x) = x²+x-1, then value of 1/α+ 1/β is
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a + B = -b/a=-coefficient of x/coefficient of x square= -1/1=-1
aß=c/a= constant/coefficient of x
square= -1/1= -1
now, 1/a + 1/3= a + ß/aß
put the values from above hence answer=-1/-1=1
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