From the top of a tower 63.2 feet high, the angles of depression of two objects situated in the same horizontal line with the base of the tower, and on the same side of the tower, are 31°16' and 46°28' respectively. Find the distance between two objects.

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter1: Vectors
Section1.4: Applications
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From the top of a tower 63.2 feet high, the angles of depression of two objects situated in
the same horizontal line with the base of the tower, and on the same side of the tower, are
31°16' and 46°28' respectively. Find the distance between two objects.
Transcribed Image Text:From the top of a tower 63.2 feet high, the angles of depression of two objects situated in the same horizontal line with the base of the tower, and on the same side of the tower, are 31°16' and 46°28' respectively. Find the distance between two objects.
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