the first three images are for
the same thing so please don't be daunted by them i just thought to
make the question clear. Could you provide a detailed solution for
your answers. like and comment rewarded, thank you.
Problem in answer then comment below.. i will help you..
By rules and regulations we are allow to do only one question at a time...so i do only 2nd question..
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the first three images are for the same thing so please don't be daunted by them...
Please answer question 3&4 by using functions (a)-(e)
For most of the following problems, you need to refer to the following functions: (а) f(г) — т, х € (-п, т) 0 0 (b) f(x) x > 0 (c) sin(r (d) r, E (0, 1) (e) sin(r) 3. Graph at least 2 periods of functions (a), (b), (c), and (e). Assume the func- tions were originally defines on (-7,T) and are periodic with period 2t. State whether each function is odd,...
Select the second integral, set the start time to 0, and set the end time to 3 to answer the following questions. (a) What is the value of Son f(x,y) ds for Osts 1? (b) What is the value of f(x,y) ds for 1 sts 2? (c) What is the value of f(x,y) ds for 2 st 3? (d) Using your answers from parts (a) to (c), what is the value of den f(x,y) ds + le f(x,y) ds +...
Please solve for part (b) and
(c) thank you!
1. Consider the function f(x) = e-x defined on the interval 0 < x < 1. (a) Give an odd and an even extension of this function onto the interval -1 < x < 1. Your answer can be in the form of an expression, or as a clearly labelled graph. [2 marks] (b) Obtain the Fourier sine and cosine representation for the functions found above. Hint: use integration by parts....
With justification in each one. Clarification; why if true and why if false? Please Determine whether the following statement is true or false: • Iff: R+R is differentiable and strictly increasing on R, then f'(1) > 0 VI ER • If S: R R is continuous and f(x) - ron Q, then (V3) - 3. • If f,g: (0,1) - Rare functions such that \S(1)-f(y) = g(1)-9(y) for all 1, y € (0, 1) and g is continuous on (0,1),...
MAC1114 - College Trigonometry - Project 2 Instructions: Either complete the project on separate or type your answers using MS Word. Label each of your problems clearly and in numerical order. Once your project is complete, save the document as a pdf file and upload your file using the Assignment link in Falcon Online, that is select Assignments and then select Project 1. If you are submitting a handwritten document, you must write NEATLY. If you are submitting a document...
f. The amplitude of a cosine can be observed at the origin (t=0) when there is no phase shift. Find a simplified solution for the convolution integral below for t=0. +∞ output(t) = h(t)∗ s(t) = −∞ 3 rect(3x) cos(2π f0 (t − x)) dx Hint: Set t=0, sketch the situation to help set up the integral and remember the properties of odd and even functions to simply the calculation. g. The above result gives a general expression for the...
f. The amplitude of a cosine can be observed at the origin (t=0) when there is no phase shift. Find a simplified solution for the convolution integral below for t=0. +∞ output(t) = h(t)∗ s(t) = −∞ 3 rect(3x) cos(2π f0 (t − x)) dx Hint: Set t=0, sketch the situation to help set up the integral and remember the properties of odd and even functions to simply the calculation. g. The above result gives a general expression for the...
Can someone please check to see if I am doing this right? Please
write legibly if you post revisions in comments, thank you!
(5) Let A {q, r, s, t and B = {17, 18, 19, 20}. Determine which of the following are functions. Explain why or why not. а. fSAX В, where f — 1. q, 17), (r, 18), (s, 19), (s, 20) Answer: this is a function because in function 'f element 's' is related to 1 element...
Below are four bivariate data sets and the scatter plot for each. (Note that each scatter plot is displayed on the same scale.) Each data set is made up of sample values drawn from a population. x y 1.0 7.9 2.0 5.1 3.0 10.1 4.0 6.4 х 11 10+ 9+ 8+ 7+ 6+ 5- X X 1.0 7.3 117 10+ 2.0 9.0 9+ 3.0 7.3 8+ 7 4.0 5.6 6+ 5.0 7.9 5 4 6.0 5.3 2 7.0 4.8 5.0...
Assignment 3 In this assignment, you will write a program that plot ASCII text approximations of the Mandelbrot set. Problems Problem 1 Consider the function ?(?,?) defined as follows: ?(?,?)(?, ?) = (?2 − ?2 + ?, 2?? + ?) We define the orbit ?(?, ?) of a point (?, ?) to be an infinite list of items: ?(?, ?) = {(0, 0), ?(?,?)(0, 0), ?(?,?)(?(?,?)(0, 0)), ?(?,?)(?(?,?)(?(?,?)(0, 0))), …} In other words, the nth entry of the list ?(?,...