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4) You are visiting a beach, and the tides for the day of your visit are given by: (T h(t) = 3+ 3 sin Where t is the time of day on a 24 hr clock (for example t = 17.5 means 5:30 pm), and h is the height of the water in feet. a. When are the two high tides for the day? b. Use differentials to approximate the height of the water if you arrive at the beach 3 minutes late for the high tide

4) You are visiting a beach, and the tides for the day of your visit are given by: (T h(t) = 3+ 3 sin Where t is the time of day on a 24 hr clock (for example t = 17.5 means 5:30 pm), and h is the height of the water in feet. a. When are the two high tides for the day? b. Use differentials to approximate the height of the water if you arrive at the beach 3 minutes late for the high tide

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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4) You are visiting a beach, and the tides for the day of your visit are given by: (중) TT h(t) = 3 + 3 sin Where t is the time of day on a 24 hr clock (for example t = 17.5 means 5:30 pm), and h is the height of the water in feet. a. When are the two high tides for the day? b. Use differentials to approximate the height of the water if you arrive at the beach 3 minutes late for the high tide.
Transcribed Image Text:4) You are visiting a beach, and the tides for the day of your visit are given by: (중) TT h(t) = 3 + 3 sin Where t is the time of day on a 24 hr clock (for example t = 17.5 means 5:30 pm), and h is the height of the water in feet. a. When are the two high tides for the day? b. Use differentials to approximate the height of the water if you arrive at the beach 3 minutes late for the high tide.
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