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α , β are roots of y2-2y-7 = 0 1111u,(1) 012 + P (2) α3 + β3in |
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Answer» y²-2y-7 =0 y = -(-2)±√(4+28)/2 y = (2±4√2)/2 = 1±2√2 sum of roots = a+b = 2 product of roots = ab = -7 now a²+B² = (a+b)²-2ab = 4-(2*-7) = 18a³+b³ = (a+b)³ -3ab(a+b) = 8+3*7*(2) = 8+42 = 50 |
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