A kayaker made a trip on a river from her campsite to a waterfall, then back to the campsite. Since she was paddling with the current, her return trip took 1 hour less than her trip there. If she traveled at an average speed of 3 mph on the way to the waterfall, and 4.5 mph on the return trip, how far is the campsite from the waterfall? Rate Time Distance To waterfalI Back to Campsite Distance= miles

Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter2: Equations, Inequalities, And Problem Solving
Section2.CM: Cumulative Review Problem Set
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Solve the following application problem. You must show work to receive credit. Show your equations and fill out the table below.
A kayaker made a trip on a river from her campsite to a waterfall, then back to the campsite. Since she was paddling with the current, her return trip took
1 hour less than her trip there. If she traveled at an average speed of 3 mph on the way to the waterfall, and 4.5 mph on the return trip, how far is the
campsite from the waterfall?
Rate
Time
Distance
To waterfall
Back to Campsite
Distance=
miles
Transcribed Image Text:Solve the following application problem. You must show work to receive credit. Show your equations and fill out the table below. A kayaker made a trip on a river from her campsite to a waterfall, then back to the campsite. Since she was paddling with the current, her return trip took 1 hour less than her trip there. If she traveled at an average speed of 3 mph on the way to the waterfall, and 4.5 mph on the return trip, how far is the campsite from the waterfall? Rate Time Distance To waterfall Back to Campsite Distance= miles
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