Write an expression for the sequence of operations: add a and 10, then add 4 to the result. Do not simplify any part of the expression.
Understand the Problem
The question is asking to create an expression that follows a specified sequence of operations: first, add a and 10, then add 4 to that result. The user should not simplify the expression.
Answer
$$(a + 10) + 4$$
Answer for screen readers
The expression representing the sequence of operations is: $$(a + 10) + 4$$
Steps to Solve
- Add (a) and 10
Start with the variable (a) and add 10 to it. This can be represented as: $$ a + 10 $$
- Add 4 to the result
Next, take the result from the first step and add 4 to it. This is expressed as: $$ (a + 10) + 4 $$
- Final expression
The complete expression combining both steps, without simplification, remains: $$ (a + 10) + 4 $$
The expression representing the sequence of operations is: $$(a + 10) + 4$$
More Information
This expression correctly reflects the order of operations as specified in the problem. It shows how to combine the terms step by step without simplifying.
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