Task 1 Generation of unit impulse function. close all clear clc fs=10; a=1; t=-5:1/fs:5; impl=zeros(1,length(t)); for i=1:length(t) if t(i)==0 impl(i)=a; end end figure plot(t,impl) ylim([0 2]) figure stem(t,impl) Task 2 Generation of unit Ramp function. close all clear clc fs=10; a=1; t=-5:1/fs:5; rmp=zeros(1,length(t)); for i=1:length(t) if t(i)>=0 rmp(i)=t(i); end end figure plot(t,rmp) figure stem(t,rmp) Task

Task 1 Plotting a sine curve close all clear clc freq=input(‘Freqiuency of Sine function= ‘); amp=input(‘Amplitude of Function= ‘); phi=input(‘Initial Phase of Sine Function= ‘); time=input(‘End Time for Signal= ‘); fs=freq*10; %Following nyquist critereon t=0:1/fs:time; w=2*pi*freq; y=amp*sin(w*t+phi); figure(1) plot(t,y) figure(2) stem(t,y) Task 2 Plotting a cosine curve close all clear clc freq=input(‘Freqiuency of Cosine function=

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Task 1 Introduction to for loop %Use of for loop close all clear clc n=input(‘Number of inputs= ‘); if (n>0) for i=1:n r=input(‘radius= ‘); area=pi*r*r; circ=2*pi*r; fprintf(‘Radius= %g\tArea= %g\tCircumference= %g\n’, r, area, circ) end else fprintf(‘ERR:Number must be Positive\n’); end %Task for students %Change the code such that if the radius is negative, it will

Task 1 Installation of MATLAB Task 2 Basic matlab instructions a=4; b=5; c=a+b; %difference between usiong a semicolon at the end of an instruction and not disp(c); c=a-b; c=a*b; c=a/b; %Matrix and vector a=[0 1 2] a=[0 1 2; 3 4 5] a=[0 1 2; 3 4 5;6 7 8] b=[1 2 3; 4 5