Use the following information to solve i. and ii.Initial velocity = uhAngle offire 0Time of flight to apex of trajectory = (uSine)/gTotal time of flight t = (2uSine)/gRange to apex of trajectory = (u²Sin20)/2gTotal range s = (u?Sin20)/gMax altitude h = (uSin 0)/(2g)i.Using simulation of 3 different angles and use graphs to show that the maximum rangecan only be achieved at angle 45 degrees if u is a constant.Explain your solution in ii.ii.

Answer: Projectile Motion - no air resistance Using the main ideas above and the kinematic equations…

Use the following information to solve i. and ii. Initial velocity =u Angle of fire 0 Time of flight to apex of trajectory = (uSine)/g Total time of flight t (2uSine)/g Range to apex of trajectory = (u'Sin20)/2g Total range s = (u³Sin20)/g Max altitude h = (uSin 0)/(2g) Using simulation of 3 different angles and use graphs to show that the maximum range can only be achieved at angle 45 degrees if u is a constant. i. ii. Explain your solution in ii.

Use the following information to solve i. and ii. Initial velocity =u Angle of fire 0 Time of flight to apex of trajectory = (uSine)/g Total time of flight t (2uSine)/g Range to apex of trajectory = (u'Sin20)/2g Total range s = (u³Sin20)/g Max altitude h = (uSin 0)/(2g) Using simulation of 3 different angles and use graphs to show that the maximum range can only be achieved at angle 45 degrees if u is a constant. i. ii. Explain your solution in ii.

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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