Solved A Swimmer Is Capable Of Swimming 0 80 M S In Still Chegg A swimmer is capable of swimming 0.45 m s in still water. if the swimmer aims his body at 7 5 ∘ (n of e) and swims across a 55 m wide river whose current is 0.32 m s (to east). खiit) a) how long will it take him to reach the other side of the river?. A swimmer is capable of swimming at 0.60 m s in still water. (a) if she aims her body directly across a 45 m wide river whose current is 0.50 m s, how far downstream (from a point opposite to her starting point) will she land? (b) how long will it take her to reach the other side?.
Solved A Swimmer Capable Of Swimming At A Speed Of 1 84ms Chegg Identify the swimmer's speed in still water and the current speed of the river. the swimmer's speed is $$v {s} = 0.45 \, \text {m s}$$vs = 0.45m s and the current's speed is $$v {c} = 0.40 \, \text {m s}$$vc = 0.40m s. calculate the time it takes for the swimmer to cross the river. the width of the river is $$d = 75 \, \text {m}$$d = 75m. A swimmer is capable of swimming 0.45 m s in still water. if the swimmer aims his body at 75 (n of e) and swims across a 55 m wide river whose current is 0.32 m s (to east). river e a) how long will it take him to reach the other side of the river? [2m] b) how far downstream (from a point directly opposite his starting position) will he land?. Speed of the swimmer in still water = v1 = 0.45 m s. speed of the river = v2 = 0.4 m s. width of the river = w = 75 m. the swimmer aims her body directly across the river therefore the speed of the swimmer across the river is equal to her speed in still water. time taken by the swimmer to cross the river = t. w = v1t. 75 = (0.45)t. t = 166.67 sec. To solve this problem, we can use the concept of relative velocity. the swimmer's velocity relative to the water is the sum of her velocity in still water and the velocity of the river current. a) to find how far downstream the swimmer will.
Solved A Swimmer Capable Of Swimming At A Speed Of 1 0 M S Chegg Speed of the swimmer in still water = v1 = 0.45 m s. speed of the river = v2 = 0.4 m s. width of the river = w = 75 m. the swimmer aims her body directly across the river therefore the speed of the swimmer across the river is equal to her speed in still water. time taken by the swimmer to cross the river = t. w = v1t. 75 = (0.45)t. t = 166.67 sec. To solve this problem, we can use the concept of relative velocity. the swimmer's velocity relative to the water is the sum of her velocity in still water and the velocity of the river current. a) to find how far downstream the swimmer will. A swimmer is capable of swimming 0.45m s in still water. a)if she aims her body directly across a 75m wide river whose current is 0.40m s, how far downstream (from point opposite her starting point) will she land? b.) how long it will it take her to reach the other side? your solution’s ready to go!. To solve this problem, we need to analyze the swimmer's motion in two dimensions: across the river (perpendicular to the current) and downstream (parallel to the current). the swimmer's speed in still water is 0.45 m s, and there is a river current of 0.32 m s. A swimmer is capable of swimming 0.60 m s in still water. if she aims her body directly across a 45 m wide river whose current is 0.50 m s, how far downstream (from a point opposite her starting point) will she land? how long will it take her to reach the other side?. A swimmer is capable of swimming 0.45 m s in still water. part a. if she aims her body directly across a 76 m wide river whose current is 0.40 m s , how far downstream (from a point opposite her starting point) will she land? express your answer to two significant figures and include the appropriate units. part b.
Solved A Swimmer Is Capable Of Swimming 0 60 M S In Still Chegg A swimmer is capable of swimming 0.45m s in still water. a)if she aims her body directly across a 75m wide river whose current is 0.40m s, how far downstream (from point opposite her starting point) will she land? b.) how long it will it take her to reach the other side? your solution’s ready to go!. To solve this problem, we need to analyze the swimmer's motion in two dimensions: across the river (perpendicular to the current) and downstream (parallel to the current). the swimmer's speed in still water is 0.45 m s, and there is a river current of 0.32 m s. A swimmer is capable of swimming 0.60 m s in still water. if she aims her body directly across a 45 m wide river whose current is 0.50 m s, how far downstream (from a point opposite her starting point) will she land? how long will it take her to reach the other side?. A swimmer is capable of swimming 0.45 m s in still water. part a. if she aims her body directly across a 76 m wide river whose current is 0.40 m s , how far downstream (from a point opposite her starting point) will she land? express your answer to two significant figures and include the appropriate units. part b.
Solved A Swimmer Is Capable Of Swimming 0 60 M S In Still Chegg A swimmer is capable of swimming 0.60 m s in still water. if she aims her body directly across a 45 m wide river whose current is 0.50 m s, how far downstream (from a point opposite her starting point) will she land? how long will it take her to reach the other side?. A swimmer is capable of swimming 0.45 m s in still water. part a. if she aims her body directly across a 76 m wide river whose current is 0.40 m s , how far downstream (from a point opposite her starting point) will she land? express your answer to two significant figures and include the appropriate units. part b.
Solved A Swimmer Is Capable Of Swimming 0 80 M S In Still Chegg