In C++ OnlyThe Head Chef learns the level of motivation and satisfaction of his chefs. The chef's motivation andsatisfaction can be represented as a whole. The Great Chef wants to know the smallest value of asingle satisfaction value and the source value of the various N values. Satisfaction rates andincentives may apply to the same chef or different chefs. With the provision of two identicalmembers, the same first members show the amount of motivation and the same second membersreflect the level of satisfaction of the chefs. We can find a set of statistics (add one part to the firstlist and one to the second). For each question (defined by the whole number qi (i = 1 to Q), Q meansthe number of questions), find the qi th element in the mathematical set (in the unadulteratedorder).Input:1311234564Output:7

Input/Output Explanation: The first line of the input contains the number T indicating the number of…

Answered: The Head Chef learns the level of…

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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An experiment is performed and four events (A, B, C, and D) are defined over the set of all possible outcomes. Use the table below to select the pair of events that are independent: P(A) = 1/6 p(A/B) = 1/6 P(B) = 1/3 p(A/D) = 1/3 P(C) = 1/6 p(C/B) = 1/4 P(D) = 1/3 p(C/D) = 1/3
Neurons compute? The activation function and the linear function, which is represented by the equation z = Wx + b, are both calculated by neurons. Both a linear function, represented by the equation z = Wx + b, and an activation function are computed by neurons. When g is present in a neuron, the input x is scaled linearly (Wx + b). Before using the result in an activation function, neurons perform a calculation to get the mean of all of their features.
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There are N problems numbered 1..N which you need to complete. You've arranged the problems in increasing difficulty order, and the ith problem has estimated difficulty level i. You have also assigned a rating vi to each problem. Problems with similar vi values are similar in nature. On each day, you will choose a subset of the problems and solve them. You've decided that each subsequent problem solved on the day should be tougher than the previous problem you solved on that day. Also, to make it less boring, consecutive problems you solve should differ in their vi rating by at least K. What is the least number of days in which you can solve all problems? Input Format The first line contains the number of test cases T. T test cases follow. Each case contains an integer N and K on the first line, followed by integers v1,...,vn on the second line. Constraints 1 <= T <= 1001 <= N <= 3001 <= vi <= 10001 <= K <= 1000 Output Format Output T…
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solve with Matlab Assignment vs. Equals is important in loops. An assignment is a = b and means assign value b to variable a. The equals operator is ab results in 1 or yes if they are equal, 0 or no if they are not. The final type of loop is a WHILE loop. It requires that a series of operations occur while the condition applied to a specified variable is correct. The example syntax is: i=10; while i>5 i-i-1 end Practice Problem: Given the matrix: M-[1 1; 1 3;]; Use loops to determine how many of the entries are greater than 1 and the location of all qualifying entries (the corresponding row and column).
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