SteamBoat Problem Mark Twain sat on the deck of a river steamboat. As the paddle wheel turned, a point on the paddle blade moved so that its distance, d, from the water's surface was a sinusoidal function of time. When Twain's stopwatch read 1 seconds, the pointť was at its highest, 18 feet above the water's surface. The wheel's diameter was 20 feet, and it completed a revolution every 9.5 seconds. Draw the function and write the cosine function to model this situation.

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SteamBoat Problem
Mark Twain sat on the deck of a river steamboat. As the paddle wheel turned, a point on the paddle
blade moved so that its distance, d, from the water's surface was a sinusoidal function of time. When
Twain's stopwatch read 1 seconds, the point was at its highest, 18 feet above the water's surface. The
wheel's diameter was 20 feet, and it completed a revolution every 9.5 seconds.
Draw the function and write the cosine function to model this situation.
-26+
24
22
20-
18-
16-
14-
10
12
14
16
18
-4
+9-
Clear All Draw: MM
Write a cosine function that models the following problem. Use exact values.
f(x) =
Transcribed Image Text:SteamBoat Problem Mark Twain sat on the deck of a river steamboat. As the paddle wheel turned, a point on the paddle blade moved so that its distance, d, from the water's surface was a sinusoidal function of time. When Twain's stopwatch read 1 seconds, the point was at its highest, 18 feet above the water's surface. The wheel's diameter was 20 feet, and it completed a revolution every 9.5 seconds. Draw the function and write the cosine function to model this situation. -26+ 24 22 20- 18- 16- 14- 10 12 14 16 18 -4 +9- Clear All Draw: MM Write a cosine function that models the following problem. Use exact values. f(x) =
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