We are given several programming problems and we need to determine the correct outputs for each one. Problem 14: Determine the values of $7/2$ and $7 \text{ DIV } 2$. Problem 15: Evaluate the expression $(4*3+5 \text{ DIV } 2) + 5^2$. Problem 16: Evaluate the expression $9 \text{ MOD } 10$ and $10 \text{ MOD } 9$. Problem 17: Determine the output of the Pascal statement "Writeln(25 div 2)". Problem 18: Determine the output of "writeln (15 mod 6 * 2+ 2> 7)" expression written in Pascal. Problem 19: Evaluate the logical statements: A) $(9>15) \text{ AND } (35>25)$, B) $(25>14) \text{ OR } (15>57)$, C) $\text{NOT}(9>14)$. Problem 20: Find the output of the given pseudo code.

1. Problem Description

We are given several programming problems and we need to determine the correct outputs for each one.

Problem 14: Determine the values of $7/2$ and $7 \text{ DIV } 2$.

Problem 15: Evaluate the expression $(4*3+5 \text{ DIV } 2) + 5^2$.

Problem 16: Evaluate the expression $9 \text{ MOD } 10$ and $10 \text{ MOD } 9$.

Problem 17: Determine the output of the Pascal statement "Writeln(25 div 2)".

Problem 18: Determine the output of "writeln (15 mod 6 * 2+ 2> 7)" expression written in Pascal.

Problem 19: Evaluate the logical statements: A) $(9>15) \text{ AND } (35>25)$, B) $(25>14) \text{ OR } (15>57)$, C) $\text{NOT}(9>14)$.

Problem 20: Find the output of the given pseudo code.

2. Solution Steps

Problem 14:

$7/2 = 3.5$

$7 \text{ DIV } 2 = 3$ (integer division)

Therefore, the answer is 3.5 and

3.

Problem 15:

$(4*3+5 \text{ DIV } 2) + 5^2$

$= (12 + 2) + 25$

$= 14 + 25$

$= 39$

Problem 16:

$9 \text{ MOD } 10 = 9$

$10 \text{ MOD } 9 = 1$

Therefore, the answer is 9 and

1.

Problem 17:

"Writeln(25 div 2)"

$25 \text{ div } 2 = 12$ (integer division in Pascal)

Therefore, the answer is

1

2.

Problem 18:

"writeln (15 mod 6 * 2+ 2> 7)"

$15 \text{ mod } 6 = 3$

$3 * 2 + 2 = 6 + 2 = 8$

$8 > 7$ which is TRUE.

Therefore, the answer is TRUE.

Problem 19:

A) $(9>15) \text{ AND } (35>25)$

FALSE AND TRUE = FALSE

B) $(25>14) \text{ OR } (15>57)$

TRUE OR FALSE = TRUE

C) $\text{NOT}(9>14)$

NOT(FALSE) = TRUE

Therefore, the answer is False, True, True.

Problem 20:

x = 0

num = 100

Loop 1:

x = 0 + 10 = 10

num = 100 - 10 = 90

Print num = 90

Loop 2:

x = 10 + 10 = 20

num = 90 - 20 = 70

Print num = 70

Loop 3:

x = 20 + 10 = 30

num = 70 - 30 = 40

Print num = 40

Loop 4:

x = 30 + 10 = 40

num = 40 - 40 = 0

Print num = 0

Loop 5:

x = 40 + 10 = 50

x >= num is 50 >= 0 which is TRUE, so the loop terminates.

Therefore, the output is 90, 70, 40, 0

3. Final Answer

1

4.

3. 3.5 and 3

1

5.

3. 39

1

6.

2. 9 and 1

1

7.

1. 12

1

8.

3. TRUE

1

9.

3. False, True, True

2

0.

3. 90, 70, 40, 0