need help with RUN 3 with detailed code and solution use RUN 1 for f1 look at f1 of RUN 1 to use for RUN 3

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answerhappygod
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need help with RUN 3 with detailed code and solution use RUN 1 for f1 look at f1 of RUN 1 to use for RUN 3

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need help with RUN 3 with detailed code and solution
Need Help With Run 3 With Detailed Code And Solution Use Run 1 For F1 Look At F1 Of Run 1 To Use For Run 3 1
Need Help With Run 3 With Detailed Code And Solution Use Run 1 For F1 Look At F1 Of Run 1 To Use For Run 3 1 (36.96 KiB) Viewed 21 times
use RUN 1 for
Need Help With Run 3 With Detailed Code And Solution Use Run 1 For F1 Look At F1 Of Run 1 To Use For Run 3 2
Need Help With Run 3 With Detailed Code And Solution Use Run 1 For F1 Look At F1 Of Run 1 To Use For Run 3 2 (10.91 KiB) Viewed 21 times
f1
Need Help With Run 3 With Detailed Code And Solution Use Run 1 For F1 Look At F1 Of Run 1 To Use For Run 3 3
Need Help With Run 3 With Detailed Code And Solution Use Run 1 For F1 Look At F1 Of Run 1 To Use For Run 3 3 (72.77 KiB) Viewed 21 times
look at f1 of RUN 1 to use for RUN 3
RUN # III Windowing functions Use the Matlab boxcar window to truncate the function fi(t) [RUN #I] and output only one period. Repeat part (15) using the hamming window Use Matlab to plot: [error = boxcar window (part15)) -hamming window(part(16))] vs. # of samples used Discuss the results of part (17) (15) (16) (17) (18)
following functions: (1)f(t) defined by A-5, B=-5, 12-2 seconds and t₁=1 seconds.
Let the square wave function f(t), defined below over the domain 0 ≤tst₂: { B f(t)= A for for 1₁ <1≤1₂ 0≤1≤t, be a periodic function (f(t) = f(t±nT)), for any integer n, and period T=1₂. Create a plot using Matlab of f(t), using 100 points, over 2 periods for the following functions: (1)f(t) defined by A-5, B=-5, 12-2 seconds and t₁=1 seconds. (2) f2(1) defined by A-6, B=-3, 12-3 seconds and t1=2 seconds (3) f3(1) defined by A-3, B=0, 12-2 seconds and t₁=1/2 seconds (4) f4 (1) defined by fa(t) = -f(t) (5) fs (1) defined by A=5, B=-3, 12-2 seconds and t₁=1 seconds (6) fo (t) = fi(t) +f 3 (t) (7) f7 (t) = f1 (t)*t (8) fs (t)=f7 (1) + f2 (1)
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