Mathematics30-1AssignmentBooklet 72. Bombardier Aerospace is the third largest airplane manufacturer in the world and has itsmain headquarters in Dorval, Québec. The Dash 8 series of turboprop airliners are builtby Bombardier and are designed to need very short takeoff and landing strips.Suppose that a Dash 8 airplane is travelling from Edmonton to Kelowna, a trip of about600 km (by air), at a speed of 450 km/h. Let w represent the speed of the wind, inkilometres per hour, where w is positive for a tailwind and negative for a headwind,and t represent the time, in hours, it takes to fly.The equation that represents t as a function of w is as follows:t =500w + 400a. What is the non-permissible value for the function?Expectations:b. Graph the function for a domain that includes its non-permissible value. Draw andlabel the axes, then provide a scale.Arrows should be on graph☐ Label key points (intercepts) and draw the x and y axesLabel the equations of the asymptotes and use dottedlines for the asymptotes

a.) The given function is:t=w+400500Notice that the given function is a rational function since it…

Answered: Mathematics 30-1 Assignment Booklet 7…

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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2. Bombardier Aerospace is the third largest airplane manufacturer in the world and has its main headquarters in Dorval, Québec. The Dash 8 series of turboprop airliners are built by Bombardier and are designed to need very short takeoff and landing strips. Suppose that a Dash 8 airplane is travelling from Edmonton to Kelowna, a trip of about 600 km (by air), at a speed of 450 km/h. Let w represent the speed of the wind, in kilometres per hour, where w is positive for a tailwind and negative for a headwind, and t represent the time, in hours, it takes to fly. The equation that represents t as a function of w is as follows: t = 500 w+ 400
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