Choose the correct writing form:
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Choose the correct writing form:
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: Start with the number 13.45 and align 3.21 directly below it such that the decimal points are vertically aligned. This ensures that the tenths, hundredths, and whole numbers are in the correct columns.
Step 2: Verify that:
- The '1' in 13.45 is in the tens place, and the '3' in 3.21 is in the ones place, both aligned left of the decimal.
- The '3' in 13.45 and '2' in 3.21 are aligned in the tenths column.
- The '4' in 13.45 and '1' in 3.21 are in the hundredths column.
Step 3: Place the '+' sign outside and to the left, in line with the numbers, ensuring it is clearly indicating addition.
Therefore, the correct alignment for the addition of these decimal numbers is:
Choose the correct writing form:
With decimals, place value is everything! The decimal point shows where ones end and tenths begin. If you align from the right, you're putting digits in wrong columns and your answer will be completely off.
No problem! Align the decimal points first, then imagine invisible zeros at the end of shorter numbers. For example, treat 13.45 as 13.450 when adding to 3.210.
Place the plus sign to the left of the bottom number, clearly showing it's addition. Make sure it doesn't interfere with the number alignment.
Check that each column contains digits of the same place value: tens with tens, ones with ones, tenths with tenths, and hundredths with hundredths!
Wrong alignment = wrong answer! For example, if you misalign 13.45 + 3.21, you might get 45.66 instead of 16.66. Always double-check your decimal point placement.
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