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If a cyclist can cover \(x\) meters in \(t\) munites at \(r_1\) meters per minute, and \(2x\) meters in \(4t\) minutes

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by AAPL » Sat Jun 13, 2026 6:42 am

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If a cyclist can cover \(x\) meters in \(t\) munites at \(r_1\) meters per minute, and \(2x\) meters in \(4t\) minutes at \(r_2\) meters per minute, then what is the ratio of \(r_1\) to \(r_2?\)

A. \(4{:}1\)
B. \(2{:}1\)
C. \(1{:}1\)
D. \(1{:}2\)
E. \(1{:}4\)

OA B
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