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To solve this problem, we'll follow these steps for vertical addition:
Now, let's work through the addition:
Step 1: Add the ones digits: . Place in the ones place of the result.
Step 2: Add the tens digits: . Place in the tens place, and carry over to the hundreds place.
Step 3: Add the hundreds digit: (including the carry-over). Place in the hundreds place of the result.
Thus, the sum is .
Therefore, the solution to the problem is .
609
\( \begin{aligned} &12 \\ +& \\ &~~2 \\ &\underline{\phantom{776}} & \\ \end{aligned} \)
Lining up by place value ensures you add ones to ones, tens to tens, and hundreds to hundreds. If numbers aren't aligned properly, you'll get the wrong answer!
Since , you write 0 in the tens place and carry the 1 to the hundreds column. This 1 represents 1 hundred, not just 1!
Carry over whenever the sum in any column is 10 or greater. Write the ones digit of that sum and carry the tens digit to the next column.
It's much harder! Adding right to left lets you handle carries as you go. If you go left to right, you might need to go back and fix previous columns when carries occur.
Try different methods:
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