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A factory normally produces \(x\) units per working day. In a month with \(22\) working days, no units are produced in

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by VJesus12 » Thu Nov 05, 2020 8:03 am

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A factory normally produces \(x\) units per working day. In a month with \(22\) working days, no units are produced in the first \(y\) working days because of a strike. How many units must be produced per day on each of the rest of the working days of the month in order to have an average of \(x\) units per working day for the entire month?

(A) \(11x\)

(B) \(22x\)

(C) \(\dfrac{22x}{y}\)

(D) \(\dfrac{22x}{22-y}\)

(E) \(\dfrac{22x}{22xy-y}\)

Answer: D

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