If alpha and beta are two zeros of polynomial 3 x square-17 x +25 find alpha square +beta square and find alpha cube + beta cube
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Step-by-step explanation:
3x²-17x+25
(3x²-17x+25)/3
x²-17/3+25/3
a=1x, b=17/3*1/2=17/6
x²-2(x)(-17/6)+(-17/6)²-(-17/6)²+25/3
ax²+bx+c=(a+b)²
[x-17/6]²=289/36-25/3=
[x-17/6]²=-11/36
There are no real roots
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