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- Please answer this, thanks! 1. give the analysis of the running time (Big-Oh will do) and the space complexity. b. please implement the code in the language of your choice and give the running time for three values of N (N must be > 5). c. Compare your analysis with the actual running times. (3) sum = 0;for( i = 0; i < n; ++i )for( j = 0; j < i * i; ++j )for( k = 0; k < j; ++k ) ++sum;There are many algorithms presented in this text that would lend themselves to beincluded as subprograms in the utils.asm file. Implement some or all of the followinginto the utils.asm file, properly documenting them, and include programs to test them.a. NOR subprogram - take two input parameters, and return the NOR operation onthose two parameter.b. NAND- take two input parameters, and return the NAND operation on those twoparameter.c. NOT- take one input parameters, and return the NOT operation on that parameter.d. Mult4 - take an input parameter, and return that parameter multiplied by 4using only shift and add operations.e. Mult10 - take an input parameter, and return that parameter multiplied by 10using only shift and add operations.f. Swap- take two input parameters, swap them using only the XOR operation.g. RightCircularShift - take an input parameter, and return two values. The firstis the value that has been shifted 1 bit using a right circular shift, and the second isthe…Please answer this, thanks! a. please give the analysis of the running time (Big-Oh will do) and the space complexity. b. please mplement the code in the language of your choice and give the running time for three values of N (N must be >; 5). c. Compare your analysis with the actual running times. (3) sum = 0;for( i = 0; i < n; ++i )for( j = 0; j < i * i; ++j )for( k = 0; k < j; ++k ) ++sum;
- MATLAB code that matches the value from two variables within certain parameters. It can only use for or while loops, conditional statements, Boolean logic, or logical operators to find a match between the two inputs. For example, one input can be x = 42 and b = 61, and these two inputs would yield a match. The first condition that needs to be met to obtain a match is that x can be equal to 2, 21, 40, and 59. Variable b must also be equal to these values to have a match. The values for x have to increase by one for every loop iteration until the final values for x are: 19, 38, 57, and 76. So the matching has to take place within the same values for x as for b and within those range of values described. If a match is found then set b = d.No need for coding (Subject is Python) Give the tilde approximations and explain for the following quantities. d) ?^2+1+(1/2^?) e) log(?^3+1/???(?^2) f) 20?^3−15?^2+? g) log(4?)/???(2?)Please answer this, thanks! a. please give the analysis of the running time (Big-Oh will do) and the space complexity. b. please mplement the code in the language of your choice and give the running time for three values of N (N must be >; 5). c. Compare your analysis with the actual running times. (2) sum = 0;for( i = 0; i < n; ++i )for( j = 0; j < n * n; ++j )++sum;
- Please answer this, thanks! a. give the running time (Big-Oh) and the space complexity. b. implement the code in the language of your choice and give the running time for three values of N (N must be >; 5). c. Compare your analysis with the actual running times. (1) sum = 0;for( i = 0; i < n; ++i )++sum;No need for coding (Subject is Python) Give the tilde approximations and explain for the following quantities. a) 1+(1/?^3) b) ?^1000/2^(?+1) c) (1+(1/?^2))∗(1+?) d) ?^2+1+(1/2^?) e) log(?^3+1/???(?^2) f) 20?^3−15?^2+? g) log(4?)/???(2?)Convert the Matlab code into Python: clear all; close all; clc; n = 3; D = [ 0 -0.04 -0.04; 0.04 0 -0.02; 0.02 0.04 0; ]; G = [0.25; -0.5; -0.5]; P_0 = [50; 10; 5]; dt = 0.002; P = P_0; num_steps = 50; H = dt*D; F = dt*G+ones(n,1); disp(P) for i = 1:num_steps - 1 -> P_last = P (:,i); -> disp(P_last); -> P_n = max(0,(H*P_last+F).*P_last); -> P =[P P_n]; end
- Task(2): Write a MATLAB code that generates Unit Step Function. Task(3): Write a MATLAB code that generates Real valued Exponential Function.x(n) = an (In MATLAB array operator ” . ^" is required to implement a real exponential sequenceAssume a=0.9) Task(4): Create x[n] = exp (j*n/3) for some range and see its real and imaginary parts separately x[n] = exp (j*n/3) hey please perform all the task on matlab give me code at matlab and outputProvide a MATLAB code for Go Fish card game. In this game, each player is dealt 5 cards and the remaining cards form a draw pile. On the player’s turn, they request a card from an opponent’s hand to create a “match” with a card in the player’s hand. If the opponent has a matching card, it is given to the player. If the opponent does not have the requested card, the player “fishes” from the draw pile for a matching card. Then it is the opponent’s turn. The game continues until all the cards have been matched or when a player's hand is empty. The winner is the player with the most matched cards.SOLVE PART C USING MATLAB. WRITE PROPER CODE AND ATTACH ITS OUTPUT. dONT REJECT THE QUESTIONS AND PLEASE ANSWER IT COMPLETE