1.) The char data type as described below in C++ is represented with _______________ in assembly language.

char a = 0;

2.) The unsigned short data type as described below in C++ is represented with _______________ in assembly language?

unsigned short a = 0;

3.) The long long data type as described below in C++ is represented with _______________ in assembly language?

long long int a = 0;

4.) The int data type as described below in C++ is represented with _______________ in assembly language?

int a = 0;

5.) The unsigned long long data type as described below in C++ is represented with _______________ in assembly language?

unsigned long long int a = 0;

6.) The float data type as described below in C++ is represented with _______________ in assembly language?

float a = 0.0f;

7.) The short data type as described below in C++ is represented with _______________ in assembly language?

short a = 0;

8.) Presume the existence of the following variables: int x; int y; unsigned ux = x; unsigned uy = y;

Does the following statement hold true for all values of each variable? Which ranges work as expected? Which don't?

x * x >= 0

9.) Presume the existence of the following variables: int x; float f; double d; Does the following statement hold true for all values of each variable? Which ranges work as expected? Which don't?

x == (int)(float) x

10.) Create truth tables to show all possible inputs and outputs for the following Boolean functions:

• (A B C)
• (A B C).

Do not modify the Boolean functions in any way.

What similarities do you find when you compare them against one another?

Who proved the theorem regarding the properties you just uncovered?

11.) If a Boolean function has five inputs (A, B, C, D, E), how many combinations/rows are required for its truth table?