Cyclist \(A\) leaves point \(X\) at \(12\) noon and travels at constant velocity in a straight path. Cyclist \(B\) leave

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A

B

C

D

E

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Cyclist \(A\) leaves point \(X\) at \(12\) noon and travels at constant velocity in a straight path. Cyclist \(B\) leaves point \(X\) at \(2\) p.m. travels the same path at constant velocity, and overtakes cyclist \(A\) at \(4\) p.m. At what speed was cyclist \(B\) traveling?

1) Cyclist \(A\) traveled \(15\) miles in the first hour

2) The rate of cyclist \(B\) is twice that of cyclist \(A\)

The OA is A