Given a system with 10 cores and a program that is 56% sequential, what is the maximum speedup that can be achieved by creating a parallel version of the program for the system? Write the answer below as a number with two decimals. In the space for the next question write the explanation.
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- A machine code before loading into the loader on pep/9 simulator is given below. Please show the program before entering the assembler and give a brief description of the overall purpose of the program. D1 FC 15 E1 00 16 D1 FC 15 61 00 16 81 00 18 91 00 1A F1 FC 16 00 00 00 00 0F 00 30 zz i need this within 10 minutes urgent pleaseA machine code before loading into the loader on pep/9 simulator is given below. Please show the program before entering the assembler and give a brief description of the overall purpose of the program. D1 FC 15 E1 00 16 D1 FC 15 61 00 16 81 00 18 91 00 1A F1 FC 16 00 00 00 00 0F 00 30 zzOnly Typing answer In this task you are asked to construct a table showing the sequence of numbersfrom 0 to a maximum value as specified by the user. Within the table, if the number in the cell is a highlighted (e.g., blue in thescreenshot below) when it is divisible by a number that is also specifiedbytheuser, known as the divisor. For example, the user could input for the maximumavalue of 100 and for the divisor a value of 23; this should result in the cellscontaining the values: 0, 23, 46, 69 and 92; being highlighted.
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- A machine code before loading into the loader on pep/9 simulator is given below. Please show the program before entering the assembler and give a brief description of the overall purpose of the program. D1 FC 15 E1 00 16 D1 FC 15 61 00 16 81 00 18 91 00 1A F1 FC 16 00 00 00 00 0F 00 30 zz need this in 5 minutes pleaseIn C Language please.. Let's make a simple program that mirrors this beautiful idea where we ask the user for two integer inputs. The first one would represent the starting number and the second one would represent the next n integers after it. For example, if the first number inputted is 2 and the second number inputted is 3, then the output would be 3, 4, 5 because these are the next 3 integers after 2. Instructions: In the code editor, you are provided with a main() function that asks the user for two integers and calls the slowDisplay() function. This slowDisplay() function is a recursive function which should perform the functionality explained in the problem description above. This function is only partially implemented as it lacks a base case. Your task is to add the base case needed by this recursive function. Input 1. Starting integer 2. Number of integers Output Enter starting integer: 2 Enter how many next integers: 3 3 4 5Solve this in MATLAB. Given a non-linear equation (e^-x) - x =0. Use fixed point iteration method to find the root of this equation correct up to 4 decimal places of accuracy (∈= 10^-4).Use x0=1 as initial guess. Note: Use the fprintf function to organize the output display in the command window.
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