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.

Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter4: Polynomials
Section4.8: Rate-time-distance Problems
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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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