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A racing car is travelling along a straight track at a constant speed of . A camera man is recording the event from a distance of directly away from the track as shown in the figure. In order to keep the car under view in the position shown, the angular speed with which the camera should be rotated, is
Angular displacement, angular velocity, angular acceleration

A

B

C

D

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Question 1
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No need to solve P1, just P2. P1 is included to show the function. Thank you. In Class Handout 25 P1) The velocity u of a racing car can be modeled by the differential equation shown below: 1 du -4t=1 ip n If the initial velocity of the car (at t = 0 s) is 1 m/s, determine the velocity after 0.75 s using: (a) Integral calculus (b) Euler's method with a step size of 0.25 s (c) Ralston's method with a step size of 0.25 s Plot all velocities (at all steps) for all the above methods on the same graph (using MATLAB/Excel). For the numerical methods in (b) and (c), calculate the true percentage relative errors at all steps. What do you need to calculate the percentage approximate relative errors for each method? No need to calculate the percentage approximate relative errors. P2) Write a MATLAB function my4OrderRK that is defined below. Using this program, determine the solution to the ODE of P1 using a step size of 0.25 s. Calculate the true percentage relative errors at all steps using the analytical solution obtained in P1-(a). How does this solution compare to the solutions in P1-(b) and P1-(c)? function [xi,yi]= my4OrderRK(myfunc,h,n,x0,y0) % Function file: my4OrderRK.m % % Purpose: % To obtain the solution to a first order ODE % dy/dx=f(x,y) using the 4th order Runge-Kutta (RK) method % with initial condition y(x0)=y0 % % Record of revisions (Date Programmer | Change) : % Date ! Name Original program % % Main Variables: % INPUTS: % myfunc handle of function [f]=myfunc(x,y) that % calculates f(x,y) % h (lxl) step size % n (lxl) number of steps % x0 (lxl) initial value of x % y0 (lxl) initial value of y % % OUTPUTS: % xi (n+l)xl) vector of x values{x0,xl,x2,...xn} % yi ((nxl)xl) vector of y values {yo,yl,y2,...yn}
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Question Text
A racing car is travelling along a straight track at a constant speed of . A camera man is recording the event from a distance of directly away from the track as shown in the figure. In order to keep the car under view in the position shown, the angular speed with which the camera should be rotated, is

Updated OnDec 17, 2022
TopicSystem of Particles and Rotational Motion
SubjectPhysics
ClassClass 11
Answer TypeText solution:1 Video solution: 5
Upvotes529
Avg. Video Duration7 min