The expression that represents adding 11 to $x$ and then multiplying the result by 4 is:

A. $4(x + 11)$

Explanation:

1. Start with $x$.
2. Add 11 to $x$, giving $x + 11$.
3. Multiply the result by 4, which results in $4(x + 11)$.

This matches option A.

Would you like a further breakdown or have any questions?

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Here are some additional related questions for practice:

1. What is the expression for subtracting 5 from $x$ and then dividing the result by 3?
2. How would you represent doubling a number $y$ and then subtracting 10?
3. If you add 8 to $x$ and square the result, what would be the expression?
4. How can you write an expression for multiplying $x$ by 7 and then adding 2?
5. What is the expression for dividing $x$ by 2 and then adding 9?

Tip: When translating sequences of operations into algebraic expressions, follow the order of operations closely.