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Answer :
Final answer:
The problem refers to solving a system of linear equations, where the two equations express the canoe's downstream and upstream speeds. Solving this system gives the speed of the canoe in still water and the speed of the water current.
Explanation:
The subject of your problem seems to be about solving a system of linear equations. Specifically, the problem can be interpreted as two equations involving canoe speeds as follows:
- u + v = 10 km/(25/60 h) because downstream the speeds add up.
- u - v = 10 km/(40/60 h) since upstream the current is against the canoe, hence the speeds subtract.
Solving this system will give the values of u (the speed of the canoe in still water) and v (the speed of the water current).
Learn more about System of Linear Equations here:
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