The image shows three questions: (1) What is the pictorial representation of an algorithm? (2) What is the maximum value an integer variable can hold? The choices are 4294983677, 2147483647, 2147967255, and 4294967295. (3) Is there a programming language called 'B'? The choices are Yes and No.

1. Problem Description

The image shows three questions:

(1) What is the pictorial representation of an algorithm?

(2) What is the maximum value an integer variable can hold? The choices are 4294983677, 2147483647, 2147967255, and

4

2

9

4

9

6

7

2

9

5. (3) Is there a programming language called 'B'? The choices are Yes and No.

2. Solution Steps

(1) The pictorial representation of an algorithm is a flowchart.

(2) The maximum value an integer variable can hold depends on the size of the integer. A 32-bit signed integer can hold values from $-2^{31}$ to $2^{31}-1$.

$2^{31} = 2147483648$.

Therefore, $2^{31} - 1 = 2147483647$.

A 32-bit unsigned integer can hold values from 0 to $2^{32} - 1$.

$2^{32} = 4294967296$.

Therefore, $2^{32} - 1 = 4294967295$.

Assuming the integer is a 32-bit signed integer, the correct answer is

2

1

4

7

4

8

3

6

4

7. If we are assuming that it is an unsigned integer the correct answer is

4

2

9

4

9

6

7

2

9

5. Without more context, we can assume it is a signed integer.

(3) Yes, there is a programming language called 'B'.

3. Final Answer

(1) Flowchart

(2) 2147483647

(3) Yes