Short Answer 
The answer outlines three steps in understanding addition: identifying basic equations (e.g., 2 + 6 = 8), recognizing the limitations of sums (e.g., sums generally being less than 10 unless addends exceed this), and exploring various combinations of addends which can illustrate the concept of addition more broadly.
Step 1: Identify the Equations
To start, recognize the basic equations representing the addends. The two primary equations to highlight are:
- 2 + 6 = 8
- 3 + 4 = 7
These equations show how two numbers can come together to form a sum, and it’s essential to identify them as they illustrate the concept of addition.
Step 2: Understand the Sum Limitations
Next, we need to grasp the conditions under which these sums occur. The key points are:
- When working with numbers that do not require a ten to add.
- The resulting sum of these numbers will generally be less than 10.
- If the numbers are greater than 10, the sum can exceed this limit.
Understanding these limitations helps clarify scenarios where certain equations apply.
Step 3: Explore Additional Equations
Finally, it’s important to note that several equations can correspond to the same addition situation. Beyond the highlight equations:
- Explore variations and alternative combinations of numbers.
- Different pairs of addends can yield the same or different sums.
- This diversity allows for a broader understanding of how addition works.
Reviewing these additional possibilities reinforces the concept of addends in mathematics.