The image presents three separate questions. * The first question asks what a position in a computer's memory, where a value can be stored, is named. * The second question asks whether the expression $8 \% 3 == 7 \% 5$ is true or false. * The third question asks for the number of possible outcomes of a comparison operation.

1. Problem Description

The image presents three separate questions.

* The first question asks what a position in a computer's memory, where a value can be stored, is named.

* The second question asks whether the expression $8 \% 3 == 7 \% 5$ is true or false.

* The third question asks for the number of possible outcomes of a comparison operation.

2. Solution Steps

For the first question:

A position in the memory of a computer where a value can be stored is called a variable.

For the second question:

The % operator is the modulo operator, which gives the remainder of a division.

$8 \% 3 = 2$ because 8 divided by 3 is 2 with a remainder of

2. $7 \% 5 = 2$ because 7 divided by 5 is 1 with a remainder of

2. Since $2 == 2$, the expression is true.

For the third question:

A comparison operation compares two values. The possible outcomes are that the first value is less than, equal to, or greater than the second value. These can also be represented as true or false outcomes of the comparisons (>, <, >=, <=, ==, !=), thus there are generally two possible outcomes (true or false).

3. Final Answer

* Variable

* True

* 2