Question

10+x/2 evaluate the expression for the given values of the variable

Answer 1

For a given value of
`\(x\)`, when
`\(x = 6\)`, the expression
`\(10 + (x)/(2)\)` simplifies to
`\(13\)` . Substitute the value of x into the expression to find the result.

To evaluate the expression
`\(10 + (x)/(2)\)` for a given value of
`\(x\)`, follow these steps:

Let's solve it for
`\(x = 6\):`

Given:
`\(x = 6\)`

Substitute the value of
`\(x\)` into the expression.

`\[10 + (x)/(2) = 10 + (6)/(2)\]`

Perform the division.

`\[10 + (6)/(2) = 10 + 3\]`

Perform the addition.

`\[10 + 3 = 13\]`

Therefore, when
`\(x = 6\)`, the expression
`\(10 + (x)/(2)\)` evaluates to (13).

complete the question

To evaluate the expression
`\(10 + (x)/(2)\).`