Pre-Calc Write a Sinusoidal function for the following. A ferris wheel is feet in diameter and makes one revolution in 45 seconds. If the rider needs to walk up a ramp to get to their seat that is 5 feet above the ground, write the model for the rider.

Pre-Calc Write a Sinusoidal function for the following. A ferris wheel is feet in diameter and makes one revolution in 45 seconds. If the rider needs to walk up a ramp to get to their seat that is 5 feet above the ground, write the model for the rider.

Let the center of the ferris wheel be at the origin.

Each of the ferris wheel's cars travels around a cirlce. Math A Ferris wheel has a diameter of 60 feet. When you start at the bottom of the Ferris wheel, you are 2 feet from the ground. The Ferris wheel completes one rotation in 2 minutes. Create a function that represents your height relative to the center of the math A Ferris wheel with a diameter of feet rotates at a constant rate of 4 revolutions per minute.

Let the center of the Ferris wheel be at the origin. The ferris wheel has a diameter of 50 feet and is on a platform of 4 feet. If it takes 12 seconds to make one full revolution, what is the equation of the height of a person on the math At the amusement park, you decide to ride the Ferris wheel, which has a maximum height of 80 meters and a diameter of 40 meters.

It takes the wheel seven minutes to make one revolution. Write the sinusoidal function, f tthat models the height of your Math At the amusement park, you decide to ride the Ferris wheel, which has a maximum height of 50 meters and a diameter of 35 meters.

It takes the wheel 13 minutes to make one revolution. Write the sinusoidal function, f tthat models the height of your chair trig Brian is riding a Ferris wheel. The wheel has a radius of 25 feet, and at his lowest point, Brian is 8 feet off the ground.

Brian times how long it takes to travel from the lowest point to the highest point and finds that it takes 8 seconds. Write a trig question A Ferris wheel has a deameter of 50m. The platform at the bottom, where you load the ferris wheel, is 3 m above the ground.

The Ferris wheel rotates three times every two minutes. A stopwatch is started and you notice you are even with the center of the trig I have finished the questions for the following, but could someone please check to see if my answers are right because there are no answers for these questions since it's a sheet that my teacher gave us.

Ok, just let me know where my errors are and what is math a ferris wheel has the diameter of feet and the bottom of the ferris wheel is 9 feet above the ground. Find the equation of the wheel if the origin is placed on the ground directly below the center of the wheel. Trigonometry A carnival Ferris wheel with a radius of 7 m makes one complete revolution every 16 seconds.

The bottom of the wheel is 1. The ride starts at the bottom. Find the sinusoidal function that models this Ferris wheel in terms of time t precalculus A Ferris wheel has a radius of 40 feet. The bottom of the Ferris wheel sits 0.

You board the Ferris wheel at the 6 o'clock position and rotate counter-clockwise. Define a function,f that gives your height above the ground in feet.Assume that Jacob and Emily's height h above the ground is a sinusoidal function of time t, where t=0 represents the lowest point on the wheel and t is measured in seconds." "Write the equation .

Students can now use right-triangle trigonometry and simple proportions (see below picture) to derive the parametric representation of a point (x(t),y(t)) on the rotating Ferris wheel as a function of time, thereby establishing that the height is a sinusoidal function of t.

Assume that Jacob and Emily's height h above the ground is a sinusoidal function of time t, where t=0 represents the lowest point on the wheel and t is measured . Put the equation for the horizontal motion of the Ferris wheel into the X 1T field, and the equation for the vertical motion of the Ferris wheel into the Y 1T field.

Note that the x in your original y = equations should be replaced with a T whenever using parametric mode. Resources / Answers / Write an equation about t GO. Ask a question. 0. Ask a Question Write an equation about the movement of a Ferris wheel. As a Ferris wheel turns, the distance a rider is above the ground varies sinusoidally with time.

The highest point on the wheel is 43 feed above the ground.5/5. (Ferris's original wheel had a radius of feet.) As they simulate the rotation of the wheel a sinusoid is generated as a plot of the angle of rotation from the vertical .

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A Ferris wheel starts on a 3 m base. It has a diameter of 22 m? | Yahoo Answers