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392430031432500Calculus I: Project 5 – Off on a Tangent … Snow Board or Mountain Bike JumpsDesign a 4 period sequence of gap jumps as shown333375019558000Choose width (W) _______Choose height (H) _______Choose period (P) _______Choose amplitude (A) _______Choose slope (S) _______Find the equation of a cosine wave to match the mountain bike trail design Recall: y = a cos b(x - c) + d: a = amplitude; b = 2πperiod ; c = horizontal shift; d = vertical shift Find f’(11) and explain its meaning in context in one complete sentence.Find the (x,y) point for the 1st peak & valley after the start, accurate to 3 decimal places.Find the steepest slopes, both positive and negative, accurate to 3 decimal places.Find the parabolic equation modeling the perfect jump (shown in the diagram as a dashed line) leaving from and returning to, the curve at inflection points. Location should be clearing the 3rd gap as shown.Graph your functions from (2) and (6) in DESMOS () -35496551181000(Print-screen a picture from Desmos and paste, wrap-text(tight) and crop it in the space below … with domain restrictions as shown). The trail is green and jump dashed red.1-page solution for a team of 2 (printed or emailed) due to me by the start of class Wed. 3/16 ................
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