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The sum of 2 non-zero nos is 8.Then min value of the sum of their reciprcocals is:
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@amistre64 , @asnaseer , @TuringTest , @experimentX
@Ishaan94 , @satellite73
\[x+y=8\]and we want to minimize:\[\frac{1}{x}+\frac{1}{y}\]
ys
so just find x interms of y from first equation. substitute into second and use calculas to find minimum.
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by equating dy/dx=0 ryt?
yes - remember to also consider value of \(\frac{d^2y}{dx^2}\) to determine if its a min, max or point of inflection
k
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