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Mura is paddling her canoe to Centre Island. The trip in one direction is 5 km. She noticed that the current was 2 km/h. While travelling to Centre island, her canoe was moving with the current. On her way back her canoe was moving against the current. The total trip took 1 hour. Determine her paddling speed (the speed we are looking for is the speed of the canoe without the effects of the current.

Mura is paddling her canoe to Centre Island. The trip in one direction is 5 km. She noticed that the current was 2 km/h. While travelling to Centre island, her canoe was moving with the current. On her way back her canoe was moving against the current. The total trip took 1 hour. Determine her paddling speed (the speed we are looking for is the speed of the canoe without the effects of the current.

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter47: Applications Of Formulas To Cutting Speed, Revolutions Per Minute, And Cutting Time
Section: Chapter Questions
Problem 30A: Compute the following problems. Express the answers to the nearer whole number. Use C=3.1416DN12 or...
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1. Mura is paddling her canoe to Centre Island. The trip in one direction is 5 km. She noticed that the current was 2 km/h. While travelling to Centre island, her canoe was moving with the current. On her way back her canoe was moving against the current. The total trip took 1 hour. Determine her paddling speed (the speed we are looking for is the speed of the canoe without the effects of the current. To receive full marks, you must have a let statement, a final statement and a full algebraic solution using concepts studied in this unit.
Transcribed Image Text:1. Mura is paddling her canoe to Centre Island. The trip in one direction is 5 km. She noticed that the current was 2 km/h. While travelling to Centre island, her canoe was moving with the current. On her way back her canoe was moving against the current. The total trip took 1 hour. Determine her paddling speed (the speed we are looking for is the speed of the canoe without the effects of the current. To receive full marks, you must have a let statement, a final statement and a full algebraic solution using concepts studied in this unit.
1. Mura is paddling her canoe to Centre Island. The trip in one direction is 5 km. She noticed that the current was 2 km/h. While travelling to Centre island, her canoe was moving with the current. On her way back her canoe was moving against the current. The total trip took 1 hour. Determine her paddling speed (the speed we are looking for is the speed of the canoe without the effects of the current. To receive full marks, you must have a let statement, a final statement and a full algebraic solution using concepts studied in this unit.
Transcribed Image Text:1. Mura is paddling her canoe to Centre Island. The trip in one direction is 5 km. She noticed that the current was 2 km/h. While travelling to Centre island, her canoe was moving with the current. On her way back her canoe was moving against the current. The total trip took 1 hour. Determine her paddling speed (the speed we are looking for is the speed of the canoe without the effects of the current. To receive full marks, you must have a let statement, a final statement and a full algebraic solution using concepts studied in this unit.
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