The image presents three questions: (1) What is the opcode in the statement $2^6$? The options are 2, 6, ^, and 2 and 6. (2) What is the main characteristic of a good algorithm? The options are Infinite execution, Clear and well-defined steps, Random execution, and Execution without inputs. (3) Is $-8 \% 2 == 0$ True?

1. Problem Description

The image presents three questions:

(1) What is the opcode in the statement $2^6$? The options are 2, 6, ^, and 2 and

6. (2) What is the main characteristic of a good algorithm? The options are Infinite execution, Clear and well-defined steps, Random execution, and Execution without inputs.

(3) Is $-8 \% 2 == 0$ True?

2. Solution Steps

(1) In the expression $2^6$, the operator is the caret symbol, which represents exponentiation. In this case, $2$ is raised to the power of $6$. Therefore, the opcode is '^'.

(2) A good algorithm is characterized by clear and well-defined steps. This means that each step in the algorithm is unambiguous and precisely defined, allowing for consistent and predictable results.

(3) The expression is $-8 \% 2 == 0$.

The modulus operator '%' gives the remainder of a division.

$-8$ divided by $2$ is $-4$ with a remainder of $0$. Therefore, $-8 \% 2 = 0$.

The expression becomes $0 == 0$, which is true.

3. Final Answer

(1) ^

(2) Clear and well-defined steps

(3) True