[Solved] An epicycloid is a curve (shown partly in the figure) obtained by tracing a point on a circle that rolls around a fixed circle. The parametric equation

Task 1

An epicycloid is a curve (shown partly in the figure) obtained by tracing a point on a circle that rolls around a fixed circle. The parametric equation of a cycloid is given by: 13 cos(t)-2 cos(6.5t) y 13 sin(t) – 2 sin(6.5t) Plot the cycloid for Osts 41. x =

Task 2 с L R OY A band pass filter passes signals with frequencies that are within a certain range. In this filter the ratio of the magnitudes of the voltages is given by VA VO ORC RV = V (1-w-LC)2 + (ORC)2 where o is the frequency of the input signal. Given R= 200 L = 8 mH, and C= 5 uF, make two plots of RV as a function of a for 10 SO S 500000. In the first plot use linear scale for both axis, and in the second plot use logarithmic scale for the horizontal (o) axis, and linear scale for the vertical axis. Which plot provides a better illustration of the filter?

Answer to An epicycloid is a curve (shown partly in the figure) obtained by tracing a point on a circle that rolls around a fixed circle. The parametric equation….