How would I solve for c ?
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A: Answer-
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A: Theta function is used in case f(n) = theta(g(n)) when f(n) and g(n) function are equal.
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A: Given : L1=a*b* ∩ EQUAL.
Q: ormalization. Solve asap! Thank you
A: As per rules there are multiple question so i have solve first question:
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A: I(X ;Y)= Η(Y) – H(Y | X). I(X;Y)>=0 iff X,Y are independent
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Q: ¬P ∧¬Q≡¬(P ∨Q) Prove the following equivalency relation (Proof, Justification/explanation):
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A: The answer is
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- Define a function convert_to_milliliters() that has two parameters as the number of tablespoons and teaspoons. The function returns the volume converted to milliliters, given that: 1 teaspoon = 4.92892 milliliters 1 tablespoon = 3 teaspoons Ex: If the input is: 2 1 then the output is: The number of milliliters is 34.502Vandelay Industries has 275 sales reps in order to sell its latex products, each to be assigned to one of four marketing teams. If the first team is to have four times as many members as the second team and the third team is to have five times as many members as the fourth team, how can the members be distributed among the teams? Please use python code to solve & explain each step with commentsWhich of the following statements is TRUE with regards to asymptotic notation? Select one: a.Big-Θ represents the upper bound of a function's growth rate b.Big-O represents the best-case time complexity of a function c.Big-O represents the the lower bound of a function's growth rate d.Big-Ω represents the the worst-case time complexity of a function e. Big-Ω represents the the lower bound of a function's growth rate
- 2. A certain company gives commission to each of their salesmen based from the type of appliance sold andthe price of the appliance. Below are the given rates that will be used in computing for the salesman’scommission:If type is Commission is2, 5, 6 15% of the price4, 8, 10 20% of the price3, 1, 9,7 25% of the priceInput salesman’s name, type of appliance sold, and price of the appliance. Compute and print thesalesman’s commission.(a) Write a formula in cell F24 to compute the # of hours the firm rented the server. The number of hours rented = (Returned Date & Time - Rented Date and Time) * 24. Copy the formula to F25 to F41. (b) Using VLOOKUP, write a formula in cell G24 to find the rate per hour from Table 8 for the given server size. Copy the formula to G25 to G41. (c) Using IF and VLOOKUP functions, write a formula in cell H24 to find the spot server's discount rate. For on-demand servers, the discount rate is 0%. Copy the formula to H25 to H41.Create the Kmaps and then simplify for the following functions:a) F(x,y,z) = x'y'z' + x'yz + x'yz'b) F(x,y,z) = x'y'z' + x'yz' + xy'z' + xyz'c) F(x,y,z) = y'z' + y'z + xyz'
- (Growth of function) Express the following in the terms of Θ notation: (n + a)^ b for any real constants a and b, where b > 0. Please show your work by giving the constants c1, c2, and n0.Problem 1. Two DNA strands of length 100 (number of bases in the sequence) are given in DNA1.txt and DNA2.txt file. Find the longest common subsequence (LCS) between the two sequences using dynamic programming bottom-up (tabulation) approach. Submit your code to solve the problem. How much time (in seconds or milliseconds) is required by your computer to run the algorithm? Solve the same LCS problem using dynamic programming top-down (memorization) approach. Submit your code to solve the problem. How much time (in seconds or milliseconds) is required by your computer to run the algorithm. Which solution is faster and why? Discuss your solutions.A store has two different coupons that customers can use. One coupon gives the customer $30 off their purchase, and the other coupon gives the customer 40% off of their purchase. Suppose they let a customer use both coupons and choose which coupon gets applied first. For this context, ignore sales tax. Let f be the function that inputs a cost (in dollars) and outputs the cost after applying the "$30 off" coupon, and let g be the function that inputs a cost (in dollars) and outputs the cost after applying the "40% off" coupon. Which of the following correctly represents the fact that the cost of purchasing $190 worth of goods is $84 when the "40% off" coupon is applied first followed by the "$30 off" coupon? g(f(84))=190 f(g(190))=84 g(f(190))=84 f(g(84))=190 f(f−1(190))=84
- using greedy algorithm (scheduling), write a c++ code In your program: a. Implement the problem above using C/C++ programming language. Do apply the techniquesfor good programming practices. Ensure that appropriate validations are done on your inputdata. b. Sample Input: The user should be allowed to input the following information:i. Maximum weight a truck is allowed to carryii. Number of oversized items to ship for the dayiii. Weight of each oversized itemiv. Priority status for oversized item (if applicable) Sample Output:i. Oversized items that were loaded into each truckii. Amount of unused space (weight) for each truckiii. Number of trucks that were not utilized/loaded (if any)iv. List of oversized items that could not be shipped (including priority status, if applicable)Question 2 Using the incomplete programming code given, complete the code using dynamic programming with memory function, to reproduce the results in the following Table 1. (C++) #include<iostream>using namespace std; // max knapsack capacity // *** WRITE YOUR CODE HERE ***// num of items // *** WRITE YOUR CODE HERE ***// weight of each item // *** WRITE YOUR CODE HERE ***// value of each item // *** WRITE YOUR CODE HERE ***// variable for dynamic programming matrix // *** WRITE YOUR CODE HERE *** //==========================================// Dynamic programming function: recursive// ========================================= // ALGORITHM F(i,j) // int value // if F[i,j] is not filled yet (-1): // (start with j = W, i = n) // if capacity j < current item's weight w[i]: // value = recall F(i-1, j) // else: // we can include current item,…Given an original speech segment “speech.dat” sampled at 8000 Hz with each sample encoded in 16 bits, use Programs 2.3–2.5 and modify Program 2.2 to quantize the speech segment using 3–15 bits, respectively. The SNR in dB must be measured for each quantization. MATLAB function: “sound(xmax(abs(x)),fs)” can be used to evaluate sound quality, where “x” is the speech segment while “fs” is the sampling rate of 8000 Hz. In this project, create a plot of the measured SNR (dB) versus the number of bits and discuss the effect of the sound quality. For comparisons, plot the original speech and the quantized one using 3, 8, and 15 bits.