A boat leaves the harbor entrance and travels 24 miles in the direction N43° E. The captain then turns the boat 90° and travels another 17 miles in the direction S47° E. At that time, how far is the boat from the harbor entrance, and what is the bearing of the boat from the harbor entrance? Distance from the harbor: miles Bearing from the harbor: N °E

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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The next problem involves directions in the form of
bearing, which we defined in this section. Remember
bearing is always measured from a north-south line.
Round all answers to the nearest integer.
A boat leaves the harbor entrance and travels 24 miles
in the direction N43° E. The captain then turns the boat
90° and travels another 17 miles in the direction S47°
E. At that time, how far is the boat from the harbor
entrance, and what is the bearing of the boat from the
harbor entrance?
Distance from the harbor:
miles
Bearing from the harbor: N
O
РЕ
Transcribed Image Text:The next problem involves directions in the form of bearing, which we defined in this section. Remember bearing is always measured from a north-south line. Round all answers to the nearest integer. A boat leaves the harbor entrance and travels 24 miles in the direction N43° E. The captain then turns the boat 90° and travels another 17 miles in the direction S47° E. At that time, how far is the boat from the harbor entrance, and what is the bearing of the boat from the harbor entrance? Distance from the harbor: miles Bearing from the harbor: N O РЕ
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