y(x) = (2h/L^3)x^3 + (3h/L^2)x^2L = 100h = 6x = -50 aboo time anddx7. Ifdtdyis a constant vo, find a general expression fordtin terms of x (and h and L). In this project we will analyze the flight path and velocity of an airplane making a landing. Weassume the plane is at an altitude of h miles, and is L miles horizontally from the airport. Let'splace the airport at the origin and the plane at position (-L, h) as shown. We will call the actualflight path y(x).1. If we want the flight path to be horizontal at the beginning and horizontal at landing, we havefour mathematical conditions that our function y(x) must satisfy. Write those conditions here.To help you get started I've written out the first two conditions (at the beginning of landing),but you need to finish writing out the other two:y(-L) = hy'(-L) = 0y(0) = 0y'(0) = 0

Name: y(x) = (2h/L^3)x^3 + (3h/L^2)x^2L = 100h = 6x = -50 aboo time anddx7.
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Description: y(x) = (2h/L^3)x^3 + (3h/L^2)x^2L = 100h = 6x = -50 aboo time anddx7. Ifdtdyis a constant vo, find a general expression fordtin terms of x (and h and L). In this project we will analyze the flight path and velocity of an airplane making a landing. We

The function is horizontal when the tangent to the curve at those points are horizontal, i.e., the…

Answered: aboo and dx If dt dy is a constant vo,…

Math

Advanced Math

aboo and dx If dt dy is a constant vo, find a general expression for dt time in terms of x (and h and L).

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.3: Lines

Problem 21E

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