The Speed Of A Swimmer Is 4 Km H 1 In Still Water If The Swimmer A man can swim with a speed of `4kmh^( 1)` in still water. he crosses a river 1km wise that flows steadly at `3kmh^( 1)`. if he makes his strokes norm. Q. the speed of a swimmer is 4 km h − 1 in still water. if the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the opposite bank. the speed of the river water is km h − 1.
The Speed Of A Swimmer Is 4 Km H 1 In Still Water If The Swimmer If the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the opposite bank. the speed of the river water is kmh 1 see full answer. From the geometry, we have: \[ x = 750 \, \text{m} = 0.75 \, \text{km} \] substituting \( x = 750 \, \text{m} \) and the speed of the swimmer \( v s = 4 \, \text{km h} \), we can find \( v m \): \[ x = \frac{v m}{4} \times t \] thus, \[ v m = 3 \, \text{km h} \]. $t = \dfrac{{1km}}{{4km{h^{ 1}}}} = \dfrac{1}{4}hr = 0.25hr$ since the river flows with a velocity $(v')$ of $3km{h^{ 1}}$ and the man would also move along the direction of the flow of the river due to the speed of the river, given he would swim in the river for $0.25hr$. The speed of a swimmer is 4kmh^ ( 1) in still water.if the swimmer makes his strokes normal to the flow of river of width 1km,he reaches a point 750m down the stream on the opposite bank.
The Speed Of A Swimmer Is 4 Km H 1 In Still Water If The Swimmer $t = \dfrac{{1km}}{{4km{h^{ 1}}}} = \dfrac{1}{4}hr = 0.25hr$ since the river flows with a velocity $(v')$ of $3km{h^{ 1}}$ and the man would also move along the direction of the flow of the river due to the speed of the river, given he would swim in the river for $0.25hr$. The speed of a swimmer is 4kmh^ ( 1) in still water.if the swimmer makes his strokes normal to the flow of river of width 1km,he reaches a point 750m down the stream on the opposite bank. The speed of the swimmer in still water is given as 4 km h, and the width of the river is 1 km, which can be converted to meters: 1 km = 1000 m. the swimmer ends up 750 m downstream on the opposite bank of the river. speed of the swimmer in m s: we first convert the swimmer's speed from km h to m s: v s = 4 km h × 3600 s 1000 m = 9 10 m s ≈. The speed of a swimmer is 4kmh^( 1) in still water. if the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the opposite bank. the speed of the river water is kmh^( 1) single digit integer ( 9 to 9) type your answer here 1 2 3 4 5 6. 7 8 9 x. Solution for the speed of a swimmer is 4 km h−1 in still water. if the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the. The speed of a swimmer is 4 km h − 1 in still water. if the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the opposite bank. the speed of the river water is km h − 1. an object is projected in the air with initial velocity u at an angle θ.
The Speed Of A Swimmer Is 4 Km H 1 In Still Water If The Swimmer Makes H The speed of the swimmer in still water is given as 4 km h, and the width of the river is 1 km, which can be converted to meters: 1 km = 1000 m. the swimmer ends up 750 m downstream on the opposite bank of the river. speed of the swimmer in m s: we first convert the swimmer's speed from km h to m s: v s = 4 km h × 3600 s 1000 m = 9 10 m s ≈. The speed of a swimmer is 4kmh^( 1) in still water. if the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the opposite bank. the speed of the river water is kmh^( 1) single digit integer ( 9 to 9) type your answer here 1 2 3 4 5 6. 7 8 9 x. Solution for the speed of a swimmer is 4 km h−1 in still water. if the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the. The speed of a swimmer is 4 km h − 1 in still water. if the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the opposite bank. the speed of the river water is km h − 1. an object is projected in the air with initial velocity u at an angle θ.
86 The Speed Of A Swimmer Is 4 Km H 1 In Still Water If The Swimmer Mak Solution for the speed of a swimmer is 4 km h−1 in still water. if the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the. The speed of a swimmer is 4 km h − 1 in still water. if the swimmer makes his strokes normal to the flow of river of width 1 km, he reaches a point 750 m down the stream on the opposite bank. the speed of the river water is km h − 1. an object is projected in the air with initial velocity u at an angle θ.