- Need Help With This Problem Using Matlab For All Of Run 2 1 (105.34 KiB) Viewed 24 times
need help with this problem using MATLAB for all of RUN 2
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answerhappygod
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need help with this problem using MATLAB for all of RUN 2
need help with this problem using MATLAB for all of RUN 2
RUN # II Write the programs, using the sawtooth Matlab function, employing 100 points, over 2 periods, that return following functions: (9) f(t) a triangular symmetric wave with magnitudes that oscillates between +3, and -3, and period T = 2 * π sес sec (10) fio(t) represents a sawtooth wave with magnitudes between +3, and -3, period T = 2 * # sec with 100% of the period is represented by a positive slope and the remaining 0%, by a negative slope. (11) f(t) represents a saw-tooth wave with magnitudes between +3, and -3, period T = 2* sec, with 25% of the period is represented by a positive slope and the remaining 75% by a negative slope. (12) f12(1) represents a saw-tooth wave with magnitudes between +3, and -3, period T = π sec with 25% of the period is represented by a positive slope and the remaining 75% by a negative slope. 3 (13) f13(1) represents a saw-tooth wave with magnitudes between +3, and -3, period T = 3* π sec with 15% of the period is represented by a positive slope and the remaining 85% by a negative slope. (14) F14 (1) = f(t) *f 13 (1)
RUN # II Write the programs, using the sawtooth Matlab function, employing 100 points, over 2 periods, that return following functions: (9) f(t) a triangular symmetric wave with magnitudes that oscillates between +3, and -3, and period T = 2 * π sес sec (10) fio(t) represents a sawtooth wave with magnitudes between +3, and -3, period T = 2 * # sec with 100% of the period is represented by a positive slope and the remaining 0%, by a negative slope. (11) f(t) represents a saw-tooth wave with magnitudes between +3, and -3, period T = 2* sec, with 25% of the period is represented by a positive slope and the remaining 75% by a negative slope. (12) f12(1) represents a saw-tooth wave with magnitudes between +3, and -3, period T = π sec with 25% of the period is represented by a positive slope and the remaining 75% by a negative slope. 3 (13) f13(1) represents a saw-tooth wave with magnitudes between +3, and -3, period T = 3* π sec with 15% of the period is represented by a positive slope and the remaining 85% by a negative slope. (14) F14 (1) = f(t) *f 13 (1)