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clear clc disp('Problem 3: your name) t= ; r= ; theta= ; dr= 0; dt= dr2=diff(X,2)dtheta plot(v,t), title('Problem 3: quiz1') xlabel('t'), ylabel('Z(t)') Problem 3 A
clear
clc
disp('Problem 3: your name)
t= ;
r= ;
theta= ;
dr= 0;
dt=
dr2=diff(X,2)dtheta
plot(v,t),
title('Problem 3: quiz1')
xlabel('t'),
ylabel('Z(t)')
Problem 3 A radar station is tracking the motion of an aircraft. The recorded distance to the aircraft, r, and the angle 8 during a period of 48 s is given as follows. [s] 0 4 8 12 18 20 24 28 32 38 40 44 48 km] 18.80 18.86 18.95 19.04 19.15 19.26 19.38 19.50 19.62 19.74 19.87 19.99 20.12 Trad] 0.785 0.779 0.770 0.750 0.748 0.735 0.722 0.707 0.893 0.877 0.681 0.845 0.628 The magnitude of the instantaneous velocity and acceleration of the aircraft can be calculated by dar de Johann Georg a - [atz d2e dr de + 2 dt dt dt Write a MATLAB code that calculates and plots the velocity and acceleration of the aircraft Provide the formulas that you need to use for different parts of the data set. Provide the plots of v(t) and a(t). Print the MATLAB code. % Problem 3: Quiz 1, EGR 2210, Spring 2021 clear clc disp('Problem 3: your name) t= r=; theta=; dr = 0; dt= dr2= diff(X, 2) dtheta plot(v.t). title('Problem 3: quizl') xlabel(t), ylabel("Z(t)) Problem 3 A radar station is tracking the motion of an aircraft. The recorded distance to the aircraft, r, and the angle 8 during a period of 48 s is given as follows. [s] 0 4 8 12 18 20 24 28 32 38 40 44 48 km] 18.80 18.86 18.95 19.04 19.15 19.26 19.38 19.50 19.62 19.74 19.87 19.99 20.12 Trad] 0.785 0.779 0.770 0.750 0.748 0.735 0.722 0.707 0.893 0.877 0.681 0.845 0.628 The magnitude of the instantaneous velocity and acceleration of the aircraft can be calculated by dar de Johann Georg a - [atz d2e dr de + 2 dt dt dt Write a MATLAB code that calculates and plots the velocity and acceleration of the aircraft Provide the formulas that you need to use for different parts of the data set. Provide the plots of v(t) and a(t). Print the MATLAB code. % Problem 3: Quiz 1, EGR 2210, Spring 2021 clear clc disp('Problem 3: your name) t= r=; theta=; dr = 0; dt= dr2= diff(X, 2) dtheta plot(v.t). title('Problem 3: quizl') xlabel(t), ylabel("Z(t))Step by Step Solution
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