Posts Tagged ‘return’

Help please?

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3. Suppose it takes you and a friend 3.2 hours to canoe 12 miles downstream (with the current). During the return trip, it takes you and your friend 4.8 hours to paddle upstream (against the current) to the original starting point. Find the average paddling speed in still water of you and your friend and the average speed of the current of the river. Round answers to the nearest tenth.

A. still water 2.2 mi/h; current 0.4 mi/h
B. still water: 3.1 mi/h; current: 0.6 mi/h
C. still water: 6 mi/h; current: 1.2 mi/h
D. still water: 12 mi/h; current: 9.8 mi/h

can u help me thanks i will pick u as best answer?

in canoe race , a team paddles downsteram 480 meters in 60 secounds . the same team makes the return trip upstream in 80. find the team’s rate in the still water and the rate of the current.

Math Question?

In a canoe race, a team paddles downstream 480 meters in 60 seconds. The same team makes the return trip upstream in 80 seconds. Find the teams rate in still water and the rate of the current?

Math Help!!!! please!?

In a canoe race, a team paddles downstream 480 meters in 60 seconds. The same team makes a return trip upstream in 80 seconds. Find the teams rate in still water and the rate of the current.

I really don’t understand the rate x distance thing, so can you guys show it step by step so I can actually learn how to do them. Thanks so much!

Algebra 3 word problems!! Need desperate help!! PART 2!!?

7. Megan and Heather rent a canoe for 2.5 hours. If they paddle out of the lake at 2 mph and return at 3 mph, what is the total distance they have canoed?

FOR PROBLEMS 8 AND 9: Robert has a jet ski that will travel at the rate of 35 mph in still water. He can go 50 miles up a river in the same amount of time it takes him to go 75 miles down the river.

8.How fast can Robert travel going down the river?
9. What is the total time required for robert to make his trip?

10. Allison and Rachelare taking a trip togther. They decide to share the driving respomsibilities for the 480 mile drive. Allison drove at an average rate of 50 mph and Rachel drove at an average rate of 40 mph. If Allison drove 45 minutes more than Rachel, then how far did Rachel drive?

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