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A can manufacturing company has \(5\) identical machines, each of which produces cans at the same constant rate. How many cans will all \(5\) machines produce running simultaneously for \(z\) hours?
(1) Running simultaneously, \(3\) of the machines produce \(72,000\) cans in \(2z\) hours.
(2) Running simultaneously, \(2\) of the machines produce \(24,000\) cans in \(z\) hours
Answer: D
Source: GMAT Prep
(1) Running simultaneously, \(3\) of the machines produce \(72,000\) cans in \(2z\) hours.
(2) Running simultaneously, \(2\) of the machines produce \(24,000\) cans in \(z\) hours
Answer: D
Source: GMAT Prep
