Determine the total solution for n20 of a discrete-time system characterized by the following difference equation: y[n]+y[n 1]-6y[n-2] =x[n], for an input x[n] = (-3)"u[n] and with the initial conditions y(- and y(-2) = -1. - Classify the time invariancy property of the following system with representation: (i) y(n) = nx(n-1), (ii) y(n) = x(2n-1). For graphical representation, let x(n) = {0, 1, 2, 1,0).

Autesave For revision session ) - Protected View Saved to this PC P Search (AltQ Natasha Keery File Home Insert Draw Design Transitions Animations Slide Show Record Review View Help Record Present in Teams eShare O PROTECTED VIEW Becrefles from the Intenet.can contain vinnen. Unles you need te edit safr to stey in Protected Vie. Enable iditing 14 Example 15 For the comparator circuit shown below, a a sinusoidal input signal with a peak voltage (Vp) of 5 V and a frequency of 1 Hz is applied to the non-inverting terminal. Assuming that the signal frequency is well below the slew rate limit, describe and draw what would be the comparator output. Assume values of +Vcc as +10V and -Vec as -10 V, with the corresponding output saturation voltages of +V of +9 V and -V of -9 V. 16 17 18 19 Sde 1of 24 English united Kingdom ENG 014 210/2022

What is SNRQ, rounded to the nearest dB, that a 10-bit uniform quantizer is expected to have for a full-scale sinusoidal input signal? (a) 50 dB (b) 62 dB (c) 74 dB (d) 98 dB O (a) O (b) O (C) O (d) A Moving to the next question prevents changes to this answer. Type here to search hp %2:

For the pole-zero plot shown in figure Q2, answer the following a- Find the time response (y(t)) for a unit-step input. b- Find the time response (y(t)) for a unit-impulse input. Im K=1 Re

can you solve this problem? thank you.

find the signal genrator for the first circuit

Please help in all parts I will give Upvote

if anyone can help me with this plz

2 parts (A-B) SOLVE CAREFULLY!! Please Write Clearly and Box the final Answer(s) label them

Please help me solve no. 2 below. Please provide a clear and readable solution. Thanks in advance!!! The course subject is Feedback and Control System. NOTE: The lesson is TRANSFER FUNCTION ON TRANSLATIONAL MECHANICAL SYSTEM.