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Calc Optimization Help Please, What am I doing wrong?
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Calc Optimization Help Please? Find the point on the parabola 2y = x^2 that is closest to the point (-4,1). so d^2 = (x^2 + 4 ) ^2 + [(x^2 -2)/2]^2 then I differentiate both sides 2dd' = 2(2x)(x^2+4) + 2(2x)[(x^2-2)/2] d' = 0 right? so 0=4x^3 + 16x + x^3 - 2x 5x^3 + 14x = 0 /.... but the answer is x = -2? :(
your distance expression is off distance between (-4,1) and (x,y(x)) is \[\sqrt{(x+4)^{2} + (y(x) -1)^{2}}\] where y(x) = x^2 / 2
|dw:1364146655616:dw| what @dumbcow said, usually I try to draw it first so it gets easier for me to set the right unknowns/parameters
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