The depth (d) metres of water in a harbor varies with the tides during each day. The first high (maximum) tide after midnight occurs at 5:00 am with a depth of 5.8 metres. The first low (minimum) tide occurs at 10:30 am with a depth of 2.6 metres. (a) Find a trigonometric function that models the depth, d, of the water t hours after midnight. (b) Find the depth of the water at 12 noon.
The depth (d) metres of water in a harbor varies with the tides during each day. The first high (maximum) tide after midnight occurs at 5:00 am with a depth of 5.8 metres. The first low (minimum) tide occurs at 10:30 am with a depth of 2.6 metres. (a) Find a trigonometric function that models the depth, d, of the water t hours after midnight. (b) Find the depth of the water at 12 noon.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 60E
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The depth (d) metres of water in a harbor varies with the tides during each day. The first high (maximum) tide after midnight occurs at 5:00 am with a depth of 5.8 metres. The first low (minimum) tide occurs at 10:30 am with a depth of 2.6 metres.
(a) Find a trigonometric function that models the depth, d, of the water t hours after midnight.
(b) Find the depth of the water at 12 noon.
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