A person in a rowboat is 3 km from a point P on a straight shore while his destination is 5m directly east of point P. If he is able to row 4 km per hour and walk 5 km per hour, how far from his destination must he land on the shore in order to reach his destination in the shortest possible?

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.6: Quadratic Functions
Problem 34E
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Question 22
A person in a rowboat is 3 km from a point P on a straight shore while his destination is 5m directly east of point P. If he is able to
row 4 km per hour and walk 5 km per hour, how far from his destination must he land on the shore in order to reach his destination
in the shortest possible?
(A) 1 km
B) 2.5 km
3 km
D) 2 km
Transcribed Image Text:Question 22 A person in a rowboat is 3 km from a point P on a straight shore while his destination is 5m directly east of point P. If he is able to row 4 km per hour and walk 5 km per hour, how far from his destination must he land on the shore in order to reach his destination in the shortest possible? (A) 1 km B) 2.5 km 3 km D) 2 km
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