Instructions: Write the code of the given problems in Script File and then copy the code on the LMS assignment module directly. Also copy the output of the program. Question: Plot the following three sine curves on same figure. For the curve 1, use a linewidth of 2. For the curve 2, specify a dashed green line style with diamond markers. For the curve 3, specify a red, dash-dot line style with asterisk markers. 1. sin(x) 2. sin(x++) 4 3. sin(x- 4

Matlab coding please

List the Dispatcher Module's features.

For this homework assignment you are not allowed to use::MOVSB, MOVSW, MOVSD, CMPSB,CMPSW,CMPD,SCASB, SCASW, SCASD,STOSB, STOSW, STOSD, LODSB, LODSW, and LODSD. It is required that for each question write only one procedure that does the requested job. Only write the assembly part and avoid using directives. DO NOT USE IRVINE'S LIBRARY. Write a general-purpose program (only assembly code and no procedure call) that inserts a source string to the beginning of a target string. Sufficient space must exist in the target string to accommodate the new characters. Here is a sample call:.datatargetStr BYTE "Stanford",30 DUP(0)sourceStr BYTE "Kamran ",0.code

Create a Python program that will determine the image properties of an object. Create a function called mirror_equation() that has two parameters. The first being a focal point of the mirror, the second being the distance of the object. Your function should calculate distance of the image and return the distance. Then create a function called magnification_equation() that has three parameters. The first being distance of the object, the second being the height of the object and the third being the distance of the image. Your function should calculate the height of the image and return this value. Use effective mainline logic to get user input, call the mirror _equation() and magnification_equation() functions, and display the final results. Your program should use the following two equations: Mirror equation: 1/f = 1/do + 1/di Magnification equation: hi/ho = di/do f = focal point of the mirror (in cm), do = distance of the object (in cm), di = distance of the image (in…

I don't want the code, I only want the flow chart Write a program that simulates a magic square using 3 one dimensional parallel arrays of integer type. Each one of the arrays corresponds to a row of the magic square. The program asks the user to enter the values of the magic square row by row and informs the user if the grid is a magic square or not. Project Specifications Input for this project:   Values of the grid (row by row)   Output for this project:   Whether or not the grid is a magic square Programmer’s full name Project number Project due date     Processing Requirements   Use the following template to start your project:   #include<iostream> using namespace std;   // Global constants const int ROWS = 3;  // The number of rows in the array const int COLS = 3;  // The number of columns in the array const int MIN = 1;  // The value of the smallest number const int MAX = 9;  // The value of the largest number   // Function prototypes bool isMagicSquare(int…

I wrote three different types of code (gate level modeling, dataflow level modeling and behavioral modeling).  below I have attached the three codes hoping you could write a comment on each line of code describing what each line does and then explain how each code is different.  (Gate level modeling) module project_gate1 (q, qbar, s, r, clk ); //(EXAMPLE COMMENTS WOULD GO HERE FOR EACH LINE) /this is to model a SR Flip-flop in gate level modeling input s, r, clk; output q, qbar; wire nand1_out; wire nand2_out; nand(nand1_out, s, clk); nand(nand2_out, r, clk); nand(q, nand1_out, qbar); nand(qbar, nand2_out, q); endmodule (Data flow modeling) module srff_dataflow(q, qbar, s, r, clk); output q, qbar; input s, r, clk; wire s_bar, r_bar; assign s_bar = ~(s & clk & qbar); assign r_bar = ~(r & clk & q); assign q = s_bar; assign qbar = r_bar; endmodule (Behavioral level modeling) module srff_07 (s, r, clk, q, qbar); input s, r, clk; output q, qbar; reg q, qbar; always@(posedge…

Explain the concept of "lift-off distance" in mouse control and its relevance to different use cases.

The answer needs both a C++ and a Python code and the source code for the C++ is a picture attached Design a menu with appropriate user interactions and checks for valid entry. Use C++ to successfully complete this criterion. Your simple program will need a menu that can validate user input and is easy to use. It needs to include options for the display of a multiplication table, doubling a value, and exiting the program. If either of the first two options are selected, then users need to be prompted to input a numeric value. The menu should be displayed using a loop, where the user can choose to exit the program only by selecting option 3. Any user input other than 1, 2, or 3 should result in an error message that returns the user to the menu. An example menu might look like the following:1: Display a Multiplication Table 2: Double a Value 3: Exit Enter your selection as a number 1, 2, or 3. Create code that prints a multiplication table for a given numeric value. Both C++ and…

Is there a consequence for leaving the mouse cursor on a squiggly line in the code editor for too long?