Matlab Format! This is my third time posting the same questions the other doesn't help.... The result is suppose to be 0. "Starting from left to right" and

| 0 -> 0000 |

| 3 -> 0011 |

| 0&3-> 0000 |

this part is not valid in Matlab. I like the most simplest answer, diffrenciate what i have to write in the script file and in Microsoft Word. Thank you!

Problem 1:

A = 3

Starting from left to right

Step 1: 3

Step 2: 4

Step 3: 3 1 & 0 results in 0 (False) (For AND both values should be True(1))

Step 4: 3+2 5

Step 5: 3+2 0 & 3 results in Bitwise operation ________________ | 0 -> 0000 | | 3 -> 0011 | |________________| | | | 0&3-> 0000 | ________________ Step 6: 0 | 0 results in 0 So the final result is 0

Problem 1:

clc; clear all;

A=1 7 & 4+3

A=1 | 5>7 & 4+3 2 & 1

Step 1. Evaluate subexpression 1 , since 1 is always less then 2, so result will be true which is equal to 1.

Step 2. Evaluate subexpression 5 > 7, since 5 is always less then 7, so result will be false which is equal to 0.

Step 3. Evaluate subexpression 4+3 , which is equal to 7, since 7 is always greater then 2 hence for this part result will be false or 0.

Step 4. Now the main expression becomes

A= true | false & false & true (notice here '1' means true and '0' means false; ' | ' means 'or' ; '&' means 'and' )

or we can say that, A = 1 | 0 & 0 & 1

Now in above expression

Step 4.a . calculate subexp. 0 & 0 = 0 ('and' operation will be done first, since it has higher precedence then 'or')

Step 4.b. Now the expression becomes 1 | 0 & 1, so again first evaluating the 'and' part 0 & 1 = 0

Step 4.c. Now the final expression becomes 1 | 0 which is equal to 1.

ENGR 1181 | Class 19: Logical and Relational Operators and Conditional Statements Class_19_Application_B You are being assigned three problems. Do all three problems in one script file: Class_19_App.m (and a Word document for Problem 1) Include comment statements to help organize your script file. Include the standard header. Problem1 Evaluate the following expression in a word document showing each step A= 3