INClude sketchs 3. 3 min 6f+ Rosey is taking a ride on a Ferris Wheel. Her height over time while on the ride can be modelled by a cosine equation. Rosey gets on the ride 4 ft above the ground and the MAX height she reaces on the ride is 208 ft. It takes a total of 2 min to complete one revolution of the Wheel. Use your knowledge to create a Cosine Equation to model this scenario as height (ft) over time (min). Include Sketch Each question will be graded using this checklist: Variables Calculated using info given (show your work for finding a,k,d & c) Equation is Correct & Matches Scenario Described Include a Sketch, by hand of each graph describing the scenario Y= A Sin (Bx-c) +D Ya Sin Ckx-d)+c a= amp K= 2-frequency d-phase shift re C vertical t=0 C=0

Please provide the equation to model the problem

The path of a bottle rocket is shaped like a semi-ellipse. The maximum height of the rocket is 80 feet. After 6 seconds, the rocket has landed 600 feet from where it was launched. Label the diagram according to the scenario. Find an equation for the path of the rocket and use your equation to determine the height of the rocket after 5 seconds. 18.

Transform the equation to the standard form. Answer number 5 only.

Please answer #1 in steps. And highlight main equations.

classify the equation

You are designing a poster which has a border around the printed portion. The border is 2 inches wide on the left and right sides, and 3 inches wide on the top and bottom. The entire poster will be a total of 300 square inches, including the borders and printed portion combined. Write an equation relating the dimensions (the length of the left and right sides of the poster) and y (the width of the top and bottom sides of the poster) to the area A of the printed portion inside the border, using the fact that the whole area of the entire poster is a total of 300 square inches and the dimensions of the border are as described. The equation should have the form A = f (x, y), so the right side will have both and y in it. dy Find in terms of x, y, and using implicit differentiation. Solve for y in terms of using the area of the entire poster. What is Replace y and in your expression for A. What is the interpretation of di in context? Now go back to your equation A = f (x, y) and replace y…

A concrete bridge is designed as a parabolic arch. The mad over bridge is 60 meters long and the maximum height of the arch is 22.5 meters. Write the equation of the parabolic arch.

Determine the order and degree of the equation

A bridge is designed with an arch in the shape of a parabola. It is to be constructed over a 120-feet (36.58 meters) wide river. The maximum height of the arch is approximately 50 feet (15.24 meters). Write the equation for the parabolic arch.