Question

What is the value of number after the following statements execute?

Answer 1

The value of the number after the following statements execute, given the initial value
`\(x\)` and the operations:
`\(x \leftarrow x + 5\), \(x \leftarrow x * 3\), \(x \leftarrow x - 2\),` is dependent on the initial value
`\(x\)` and the sequence of operations. However, if
`\(x\)` starts at 10, the final value would be 43.

Step-by-step explanation:

To calculate the final value, we follow the sequence of operations. Starting with the initial value
`\(x\)`, the first operation is an increment by 5:
`\(x \leftarrow x + 5\)`. Next,
`\(x\)` is multiplied by 3:
`\(x \leftarrow x * 3\)`. Finally, \(x\) is decremented by 2:
`\(x \leftarrow x - 2\).`

Let's substitute
`\(x\)` with the initial value, assuming
`\(x = 10\):`

`\[x = 10 \rightarrow (10 + 5) \rightarrow (15 * 3) \rightarrow 45 \rightarrow (45 - 2) \rightarrow 43.\]`

Therefore, if the initial value is 10, the number after the statements execute is 43. It's crucial to note that the final value is contingent on the initial value chosen before executing the operations. Different initial values would yield different results based on the given sequence of operations.

In summary, the final value of the number depends on the initial value and the specified operations, and in this case, with an initial value of 10, the result is 43.

Complete Question:

What is the value of the number after the following statements execute, given the initial value
`\(x\)` and the operations:
`\(x \leftarrow x + 5\), \(x \leftarrow x * 3\), \(x \leftarrow x - 2\)` ?