Question: (a) A company makes computer chips from square wafers of silicon. It wants to keep the side length of a wafer very close to 15
(b) Show that the rate of change of the area of a square with respect to its side length is half its perimeter. Try to explain geometrically why this is true by drawing a square whose side length x is increased by an amount Δx. How can you approximate the resulting change in area ΔA if Δx is small?
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a Ax x 2 Ax 2x A15 30 mm 2 mm is the rate at which the area is increasing with re... View full answer
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