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Question 1:
a) Assume that B is an array of 50 words; write a code which will place the smallest integer of array B in register AX.
b) Write a small code (only three instructions) to multiply the content of BX by 9 without using mul or imul instructions. Assume unsigned words.
c) Translate and optimize the following expressions into assembly language.
i. IF (A>X AND A<3) THEN A=A/Y (assume variables are signed words)
ii. IF ((X!=10) OR (Y>6 AND Z<15)) THEN Z=Y ELSE Z=X
Question 2:
a) Write a complete program using floating-point operations in Reverse Polish Notation to calculate and display the surface area of a cylinder. The formula is
A sample run would look like:- Enter radius: 6.5 Enter height: 10.5 Surface area of the cylinder: 694.291
i have to make a program that encrypt a text to numbers, i don''t know what is wrong in my code, the example of what i need: text: hi >> number: 17 23
A manager at the local Walmart needs to determine how many workers to hire to cover a 24-hour period. Each worker must work 9 consecutive hours but may only start work at the begin
Triple Eigenvalue with 1 Eigenvector The eigenvalue/vector pair in this case are l and ?h , . Since the eigenvalue is real we know as the first solution we require is, e l
Have the user input two values. Store them in variables called savings and expenses, both of data type double. If expenses is less than savings, subtract expenses from savings, o
Write a function readPDBfile('filename') that will read the atoms for a protein stored in a PDB file, whose name is provided as an input to the function (note that this name should
sir can you help me visual basic 6.0 project solution
WRITE A FORTRAN PROGRAMME TO GENERATE PRIME NUMBERS BETWEEN 1 AND 100.
VARIATION OF PARAMETERS - HIGHER ORDER DIFFERENTIAL EQUATIONS We now require taking a look at the second method of finding a particular solution to a differential equation
1 Triple Eigenvalue with 2 Linearly Independent Eigenvectors In this case we will have the eigen-value l with the two linearly independent eigenvectors ?h 1 and ?h 2
Identifying the Central Individual in a Social Network 1. Introduction You have just been hired by a social networking company! The division you are working in is particul
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