# Questions tagged [homework]

Homework means the asker is requesting help with school homework. This lets potential answerers know that they should guide the student in solving the problem, rather than simply showing the complete answer.

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### FM Modulation Index and Frequency trippler

Suppose I have an FM signal with modulation index mf which is passed through a frequency tripler, then what will be the modulation index of output waveform ?. Thanks in advance....
262 views

### Cascade Transfer Function; Odd or Even Transfer Function

suppose we have a cascade realization of a transfer function of a higher order. What difference does it make if the order of the transfer function is an Even or an Odd number?
1 vote
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### Filtering voice signal from randomly added frequencies

I have this assignment that I can't figure how to solve. I have a sound.wav human-voice file, and use matlab add-random-noise (monotonic) Goal: to remove the noise from the sound (and the sound from ...
1 vote
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1 vote
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### period of this signal

it could be a donkey question but I'm a little confused. I have this signal $w(t)=sin({\pi}0.1f)$. I have to calculate the period of this signal. $w(t)=sin(2{\pi}\frac{1}{20}f)$ the period of this ...
380 views

### Given the Graph of a Fourier Series $\sum c_k e^{2\pi ikx}$ Find the Graphs of $\sum c_{3k} e^{2\pi ikx}$ and $\sum (c_k)^2 e^{2\pi ikx}$

Define a 1-periodic function on $\mathbb{R}$ by: $f(x) :=$ $\left\{\begin{matrix} 1 & if & 0<x<\frac{1}{10}\\ 0 & if & \frac{1}{10}<x<1 \end{matrix}\right.$ with ...
1k views

### Solving a Convolution Problem of a 1D Signal

I'm finding in trouble trying to resolve this exercise. I have to calculate the convolution of this signal: $$y(t)=e^{-kt}u(t)\frac{\sin\left(\dfrac{{\pi}t}{10}\right)}{({\pi}t)}$$ where $u(t)$ is ...
69 views

### Conversion between primary colours

Heads up, this is homework. Just a little stumped :) I have some arbitrary primaries, A, B, ...
703 views

### Interpolation algorithms in computer graphics

I'm looking for an image-processing algorithm that uses interpolation (polynomial, spline, doesn't matter). I have to implement such algorithm to process a bitmap for my labs. It can't be image ...
174 views

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### How to combine a rotation matrix and a stretch matrix into a single matrix for easy Fourier Transform

For full disclosure, this is related to homework. I have to find the Fourier Transform of a function that I've boiled down to the following. I have a function $f(x,y)$ that I can think of as another ...
4k views

### When convolving two functions that are constants in a region and 0 everywhere else, where does the integration start?

Heads up, this is for homework. I never took a signals and systems course, so I'm behind on this stuff. I want to compute the convolution of two rectangular regions. I know the standard equation ...
7k views

### Polyphase Decomposition in Matlab

I created the lowpass filter h = firls(100, [0 .2 .25 1], [ 1 1 0 0],[.001 60]); My goal is to get four filters $H_{k}(z) = H(W_{4}^{k}z) k =0,1,2,3$ From my ...
I have a question regarding my homework. Let's assume that the transform of $x[n]$ is $X(\omega)$. Find $Y(\omega)$ as a function of $X(\omega)$: $$y[n] =\cases{x[n/2],&\text{if } n \... 3 votes 2 answers 2k views ### Find h[n] using DTFT properties Using the DTFT property, find h[n] of a system where: Is it an FIR or IIR system? 3 votes 1 answer 156 views ### What transformations have been applied to this image to yield four derivatives? In a few days I have an exam of image processing. I'm currently having a look at the example exam and I came across this question. "Which transformation of this image is being done here. Explain the ... 6 votes 1 answer 11k views ### How to find frequency response, stability, and causality of a linear system? I have the following transfer function:$$H(s)=\frac{s}{(s+1)(s+2)}$$How can I find the gain and phase response of the above system? I know the first step has something to do with substituting s = ... 10 votes 1 answer 11k views ### Roberts Edge Detector how to use? I am trying to use Roberts edge detection to process an image. Do I just apply both of the masks to the image and perform convolution as normal? Could someone give me the breakdown of how to use this ... 0 votes 1 answer 1k views ### 1-D discrete cosine transform(DCT) This was a past year paper question. Not sure how to answer it. Question: The 1-D discrete cosine transform(DCT) of a sequence f(x), x =0,1,...,N-1 is F(u) = c(u)* Summation of f(x) cos ( (2x+1)u*pi/... 3 votes 2 answers 322 views ### Question on 2-D Convolution This was a question on one of my past year paper questions. Question: Prove$$f(m,n)*g(m-r,n-s) = f(m-r,n-s) *g(m,n) where $f(m,n)$ and $g(m,n)$ are 2-D discrete functions, $r$ and $s$ ...
I have a problem in DFT. It was one of my past-year exam papers questions. Question: Let $F(u,v)$ be the 2-D Fourier transform of a 2-D continuous function $f(x,y)$. Derive in terms of $F(:,:)$ ...