(Solved): Exercise: Convolution integral of two square pulses Consider signals (t) = A rect() and y( ...

Exercise: Convolution integral of two square pulses Consider signals ä(t) = A? rect(†) and y(t) = A? rect(+?). Click the button "Run" below to see a figure with the convolutions x(t) ? x(t), y(t) ? y(t) and x(t) ? y(t). Using the figure, determine the values of the parameters A?, A2, T? and T?. Give your answers in the corresponding fields below. (max. 1 point) Convolution integrals of two square pulses 18 16 14 12 10 8 6 4 2 0 Run -6 Copy -2 t 2 4 x(t) o x(t) y(t) o y(t) x(t) o y(t) 6 Answering time: Until 08.07.2022 16:55:00 T1= number Save Answering time: Until 08.07.2022 16:55:00 T2= number Save Answering time: Until 08.07.2022 16:55:00 A1 = number Save Answering time: Until 08.07.2022 16:55:00 A2= number Save