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Drop the videos you made here by creating a post (bottom right-hand corner) and title it with first names of all group members.

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Create a cosine graph and equation based on a word problemBy Eric and AustinFirst, you have to create a graph.Height of the stoneLength of time it travels Type: Cos Amp: 1.4m Period: .2 seconds Phase Shift: None Vertical Shift: 1.4 m Flip?: Yes Next, you need to create a table.Height

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Question #4By: Jared & LindseyA pendulum on a grandfather clock is swinging back and forth as it keeps time. A device is measuring the distance the pendulum is above the floor as it swings back and forth.

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Sam is riding his bike home from school one day and picks up a nail in his tire. The nail hits the ground every 2 seconds and reaches a maximum height of 48 cm (assume the tire does not deflate).Sam is riding his bike home from school one day and picks up a nail in his tire.

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By: Alexis & DannySinusoidal Functions John is floating on a tube in a wave tank. At T=1 sec, John reacts to a maximum height of 14m above the bottom of the pool.

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Word Problems Brenda, Haley, & JennaAdd Body TextIn Canada's wonderland there is a roller coaster that is a continuous series of identical hills that are 18m high from the ground. The platform to get on the ride is on top of the first hill.

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Sinusoidal Word Problems - Kinsley and Nathan

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Sinusoidal Word Problems & Math With Kinsley Nathan First, let's start with this problem:So how would you do it?Jackie, Nicolle, and Maegan are playing skip rope. As the rope rotates it is observed that it's maximum height is 2.75 after 1 second. The first minimum height of .25 occurs 2 seconds after the maximum height.

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Graphing from Word ProblemsTaylor & JaylanMr. Keeping, a costumed crime fighter disguised as Mathman, is swinging back and forth in front of the window to Ms. Gibbons's math class.At t=3s, he is at one end of his swing and 4m from the window.At t=7s, he is at the other end of his swing and 20m from the window.a: Sketch the curve.