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IN JAVA Create a class called Telephone that accepts a phone number in the constructor. For the purposes of this assignment, phone numbers may be any length. Make a method called getPossibilities that returns all possible phonewords for that phone number. A phoneword is what you get when a phone number is converted in to letters. For example, the phone number 922-6966 could be re-written as ZAA-MZNO. Look at your phone to see where those letters came from. DO NOT...
Find the impulse response of the following system if 5. hi (n) 6(n) 35(n- 1) h2(n) 3"u(n) n h3(n) u(n) h4(n) nu(n) hs(n) (n)nu(n- 1)8(n - 2) h4 (n) h2 (n) h2(n) h3(n) h5 (n) Find the impulse response of the following system if 5. h[n] 8[n]-36[n - 1] hz[n] 3"u[n] n uln] ha[n] nuln] h&n] hs[n]-8[n]+nu[n 1]- 8n-2] h&[n] h3[n] hn] h2[n] hs[n]
In Java, Prompt the user for two characters. Output the movies that begin with those two characters. Files in the same directory: db.txt Standard Input: Vo Required Output: Movie search by characters. Enter two characters.\n Movies that start with Vo\n Vo svetot na bajkite 2\n Vo svetot na bajkite\n Voces a 45\n Voces de la democracia\n Voces de oro\n Voces sin voz\n Voces\n Voces\n Voc� Bonita\n Voc� Est� Aqui\n Voc� na TV!\n Vodacom Superstar\n Vodafone TBA\n Voennyy gospital\n Voetbal International\n...
For each pair of functions determine if f(n) ? ?(g(n)) or f(n) ? ?(g(n)) or f(n) ? O(g(n)) and provide a proof as specified. For each of the following, give a proof using the definitions. 1. f(n) = log(n), g(n) = log(n + 1) 2. f(n) = n3 + nlog(n) ? n, g(n) = n4 + n 3. f(n) = log(n!), g(n) = nlog(n) 4. f(n) = log3(n), g(n) = log2(n) 5. f(n) = log(n), g(n) = log(log(n))
in java chapter 8 Prompt the user for two characters. Output the movies that begin with those two characters. View required output Test Case 1 Standard Input Files in the same directory Vo db.txt Movie search by characters. Enter two characters.\n Movies that start with Vo\n Vo svetot na bajkite 2\n Vo svetot na bajkite\n Voces a 45\n Voces de la democracia\n Voces de oro\n Voces sin voz\n Voces\n Voces\n Voc� Bonita\n Voc� Est� Aqui\n Voc� na TV!\n Vodacom...
Given four chemical bonds N≡N N―N N=N N―C Determine if each of the statement is True or False. 1) The order of increasing bond energy is N―N < N=N < N≡N < N―C. 2) The N―C bond is shorter than the N―N bond because a C atom is smaller than an N atom. 3) The N≡N bond is stronger than the N=N bond because there are more bonding pairs of electrons. 4) There are two bonding pairs between the two...
just do E and G
Determine and sketch the magnitude and phase response of the following systems (a) y(n) l(n)x(n 1] (b) y(n) lx(n) -x(n 1] 5.4 (d) y(n) x(n1)+x(n 1)] (D y(n) x(n) r(n 2)] (g) y(n) = (n) + x(n-1) + x(n-2)] (h) y(n)=x(n)-x(n-8) (i) y(n) 2x(n -1) - x(n -2) (k) yn)(n) +3x(n -1) +3x(n -2) +r(n 3)] xin- (m) y(n)=x(n +4) (n) y(n)-| [x(n)-2X (n-1) +x(n-2)]
In java Okay, I asked this question once and the person who created the code forgot that this file "db.txt" has hundreds of movies with ! and ' cases Enter two years. Print movies that were released in those years and that have a name that's less than 6 characters. Input 1974 1976 output Movie search by year range. Enter two years.\n Movies with short names that were released between 1970 and 1974\n I dag\n Izumi\n Jamie\n Jamie\n Julie\n Julie\n...
Calculate the convolution sum x{n]=x[n]*x,[n]: 3. a). xn] S[n]+36[n-1]+28[n-2], x,[n]- u[n]- u[n-3) b). [n]- S[n]+ d[n=1]+S[n-2]+0.58[n-3]+ S[n-51,x,[n]- x,[2n] 4. An LTI system is described with the following LCCDE: In]=x[n]+2y[n-1] a). Plot a block diagram to show the input-output relationship. b).With the input x[n]= S[n], and known y[0] = 0 . Find out the output sequence In] using recursive calculation. 5. A system is described with the following figure, find out a suitable LCCDE to express the input-output relationship y[n] [n]...
Don't use z/laplace/fourier transforms.
3. Find x[n] * v[n] when (a) x[n] = ()" u[n] v[n] = (b)" u[n] (b) x[n] = (!) (n-1) u[n – 1] v[n] = (b)" u[n] (c) x[n] = () {n-1) u[n – 1] v[n] = 4e-2 (a)" u[n] (d) x[n] = (3) {n-1} u[n – 1] v[n] = (2) (n-3) u[n – 3] (e) x[n] = (k)" u[n] v[n] = 2 (b)" u[n] + 3 u[n]