Compute the following modular inverses. (Remember, this is *not* the same as the real inverse). 1/5 mod 8 = 25 1/5 mod 6 = 55 1/4 mod 9 = 28
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- Finding N! by using Recursion! Note: please have comments on each line of the code! Assignment for Computer Architecture You are to write a program in MIPS that computes N! using recursion. Remember N! is the product of all the numbers from 1 to N inclusive, that is 1 x 2 x 3 x (N – 1) x N. It is defined as 1 for N = 0 and is undefined for values less than 0. The programs first requests the user to input the value of N (display a prompt first so the user knows what to do). If the input value is less than 0, the program is to display “N! undefined for values less than 0” and then requests the user to input the value of N again. If the value input is non-negative, it is to compute N! using a recursive function, that is one that calls itself. You are to have your name, the assignment number, and a brief description of the program in comments at the top of your program. Since this is an assembly language program, I expect to see comments on almost every line of code in the program. Also…Prob 7. We have learned in the class that using the barrel shifter, we can implement multiplication/division of a number for some special cases with addition, subtraction, and reversed subtraction instructions as well as shift instructions. For each of the following calculations, write a single-line assembly code to perform it using this approach assuming signed integers A and B are saved in r0 and ri respectively: (a) A = 7 * B / 8 (b) A 7 B/8 5= = 2×2 and 6 = (a) A composite number is a positive integer that has at least one divisor other than 1 and itself. For example, 2 1×2 is not a composite number but 4 2 × 3 are composite numbers. A logic circuit has four binary input variables, A, B, C and D. The output Z of the logic circuit is 1 if the unsigned integer represented by the binary number ABCD is a composite number. Using variables A and B for the select inputs S1 and S0 of a 4-to-1 multiplexer, implement the logic function Z(A, B, C, D) using this multiplexor and other logic gates.
- This is Computer Architecture! *Please show a screenshot of the code working* You are to write a program in MIPS that computes N! using recursion. Remember N! is the product of all the numbers from 1 to N inclusive, that is 1 x 2 x 3 x (N – 1) x N. It is defined as 1 for N = 0 and is undefined for values less than 0. The programs first requests the user to input the value of N (display a prompt first so the user knows what to do). If the input value is less than 0, the program is to display “N! undefined for values less than 0” and then requests the user to input the value of N again. If the value input is non-negative, it is to compute N! using a recursive function, that is one that calls itself. *please have comments in the code* You are to have your name, the assignment number, and a brief description of the program in comments at the top of your program. Since this is an assembly language program, I expect to see comments on almost every line of code in the program. Also make the…The GMP library, using C or C++ The prefered solution is to use the Sage library. 2 Fermat test 1. Implement the Fermat test of primality with small integers. 2. Write a function to generate random k-bit prime numbers. 3 RSA 1. Write the key-generation function function of RSA. The function should generate two random primes p and q of size k/2 bits. 2. Implement the RSA encryption function 3. Implement the RSA decryption function 4. Check that decryption worksPlease written by computer source Question 1: Suppose we wish to write a procedure that computes the inner product of two vectors u and v. An abstract version of the function has a CPE of 14–18 with x86- 64 for different types of integer and floating-point data. By doing the same sort of transformations we did to transform the abstract program combine1 into the more efficient combine4, we get the following code: Our measurements show that this function has CPEs of 1.50 for integer data and 3.00 for floating-point data. For data type double, the x86-64 assembly code for the inner loop is as follows: Assume that the functional units have the characteristics listed in Figure 5.12. **See last page for figures A. Diagram how this instruction sequence would be decoded into operations and show how the data dependencies between them would create a critical path of operations, in the style of textbook Figures 5.13 and 5.14. vmovsd vmovsd vmulsd vaddsd | | | |…
- مطلوب Test the correctness of the statement * 2.1 + The Range of y [2x + 1] is Z, TO FO 2.2**** 1.1.5 Log Descriptive for Ni & Co (r Tog_descriptive) Mydata %% select (Ni, Co) %% log %% summary % kable() Mydata - select(Ni, co) %-% 10g %% cor %-% kable() Mydata %% select (N1, Co) %% 10g %% sapply(sd) % kable() Ni Co Min-4.96185 Min. 1-6.9078 1st Qu-0.91879 1st Q-4.0174 Median -0.40497 Median -3.5405 Mean -0.48665 Mean -3.3406 3rd Qu: 0.04879 3rd Qu-2.7489 Max: 1.18479 Max: 0.8198 2. Observation: ## 2. EDA (N1 & Co) ### 2.1 Nickel (Ni) distribution parcefco1-c(3,2)) Ni Co Ni 1.0000000 0.7744844 Co 0.7744844 1.0000000 NE The following is a graphical representation of Ni distribution, both raw Cun transformed) and in log-transformed scale {r_Nt. fig. height=10) Ni 0.7870061 Co 1.0499814 h hist (Mydataisi, main-"si", co1-2) boxplot (MydataSN1, horizontal - TRUE, ylim-range (hsbreaks), co1-2) col-2) qanorm(Mydataisi, qq1ine (MydataiN15 Togni h histclog (MydataSN1). main-"Tog(N1)". col-2) boxplot(log (MydatasNi), horizontal col-2) qanorm(log (Mydatai), co1-2) qalineclog…Q2: Besides the while-loop in Q1, I want to implement a 2nd while-loop running in parallel with the first while: while(1) { wt(1); XX); } However, on an MCU there is no parallelism. (For ex., on Arduino I can define only one loop() function.) Write a single while that does the job of both whiles. (a) Write it in a procedural style. (b) Write it the super-loop style (state-machine with fixed heartbeat).
- Computer Science Is it possible to convert this to java? #include <stdio.h> void printBinary(int n, int i) { // Prints the binary representation // of a number n up to i-bits. int k; for (k = i - 1; k >= 0; k--) { if ((n >> k) & 1) printf("1"); else printf("0"); } } typedef union { float f; struct { // Order is important. // Here the members of the union data structure // use the same memory (32 bits). // The ordering is taken // from the LSB to the MSB. unsigned int mantissa : 23; unsigned int exponent : 8; unsigned int sign : 1; } raw; } myfloat; // Function to convert real value // to IEEE floating point representation void printIEEE(myfloat var) { // Prints the IEEE 754 representation // of a float value (32 bits) printf("%d | ", var.raw.sign);…In-Class Assignment Consider an (8,4) binary linear block code with minimum distance of 4. • How many valid codewords are there? • What is the code rate? • What is the minimum weight of the code? • If the code is used for error detection only, how many errors can it detect? • If the code is used for error correction, how many errors can it correct?Answer In python only Tom explored a binary number system and found that it is much easier to perform smart tasks such as AND, XOR or bit shift on non-negative integers, while it is much more complex to perform arithmetic. After playing binary options for a while, Chef developed an exciting algorithm to add two non-bad numbers A and B: Now Chef wonders how fast this algorithm is. Considering the initial values of AA and BB (binary representation), you need to help him calculate the times when the algorithm loop is repeated. Input 3 100010 0 0 100010 11100 1010 Output 0 1 3