OBJECTIVE: Studying a 3rd Order Butterworth Filter. This is a Low Pass filter. We need two frequencies. A low one f1 and a high one f2. f1 = (number of letters in your first name)*100 Hz and f2 = (number of letters in your last name)*104 Hz. If you are two, you add the numbers. Example: Jean-Francois = 12, Millithaler = 11, therefore f1 =1.2 kHz and f2 = 110 kHz. You can choose the cut-off frequency you want to let pass only the low frequency. What do you have to do? Following these steps: 1. Calculating the transfer function H(s) (Laplace) or H() (Fourier) that is linking the AC input voltage source and the Output voltage of the Resistor. 2. Modeling this transfer function in MATLAB (or another software if you prefer). It means plotting the absolute value with respect to the frequency and compare the ideal low pass filter. 3. Simulating the frequency response with PSPICE, Multisim or anything else that you prefer. Compare your results with steps 1 and 2. Everything must converge