Suppose that the wholesale price of a certain brand of medium-sized eggs, ? (in dollars per carton,) is related to the weekly supply ?, (in thousands of cartons,) by the equation 625?^2 − ?^2 = 100 If 25,000 cartons of eggs are available at the beginning of a certain week and the price is falling at a rate of $0.04/caton/week, at what rate is the weekly supply changing? Answer in a complete sentence using the context of this problem and appropriate units, rounding to the nearest whole unit. Indicate if the supply price is increasing or decreasing.
The given demand function is,
diff wrt t,
plugin the values,
multiply by 1000,
rounding off to whole unit,
The -ve sign indicates that the supply price is decreasing.
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