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the question is Lee and Jessie swam towards each other from opposite sides of a lake that is 3.9 km wide. Find their speeds if they left each side at 2:00 pm and met at 2:30 pm jessies speed was 1km/hr greater than Lee. ?
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Let the speed of Lee be xkm/hr. Then Jessie's speed will be (x+1)km/hr. Let the distance coverd by Lee before meeting be \(d_1\) nd the distance covered by Jessie be \(d_2\). \(d_1+d_2=3.9\) \(\large v=\frac{d}{t}\) \(\large t=\frac{1}{2}\) |dw:1348486253306:dw||dw:1348486284621:dw||dw:1348486316756:dw| Can u find the velocities?
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