Find the Value of (x + 1)/(x^3)
If (x + 1)/(x^2) = 3, then (x + 1)/(x^3) = ?
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x + 1 = 3 x^2
3x^2 - x - 1 = 0
x = [1 +- √13]/6
from (1) 3 x² = (x+1)
so (x+1)/x³ = 3/x = 18 /[ 1+- √13] = -3 [1 +- √13 ]/2
3x^2 - x - 1 = 0
x = [1 +- √13]/6
from (1) 3 x² = (x+1)
so (x+1)/x³ = 3/x = 18 /[ 1+- √13] = -3 [1 +- √13 ]/2
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