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How close does the curve y=1/x come to the origin? (Hint: Find the point on the curve that minimizes the square of the distance between the origin and the point on the curve. If you use the square of the distance instead of the distance, you avoid dealing with square roots.)?
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\[D^2=x^2+y^2\] minimize \[D^2\] subject to \[y=1/x\]
Can you explain a bit more?
replace y with 1/x in D^2 diff with respect to x solve equal to zero
Okay, thanks. 2 down, 3 more to go!
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