SOLUTION: Rick paddled up the river, spent the night camping, and then paddled back. He spent 10 hours paddling and the campground was 24 miles away. If Rick kayaked at a speed of 5 mph, wha
Question 1117676: Rick paddled up the river, spent the night camping, and then paddled back. He spent 10 hours paddling and the campground was 24 miles away. If Rick kayaked at a speed of 5 mph, what was the speed of the current (in mph)? Found 2 solutions by josgarithmetic, ikleyn:Answer by josgarithmetic(39617) (Show Source):
As soon as you got this equation (the "time" equation)
+ = 10,
you can obtain (to guess) the correct solution MENTALLY and MOMENTARILY c = 1 mile per hour.
Check. + = + = 4 + 6 = 10 hours.
Any other answer is INCORRECT.
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It is a typical and standard Upstream and Downstream round trip word problem.