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To solve the problem of adding and , we follow these steps:
The digit after the decimal in is , and in it is .
Adding these, . Write down and carry over .
Since has and has before the decimal, add these along with the carryover.
Thus, when we perform the addition, we find the result is .
Therefore, the solution to the problem is .
1.4
Choose the correct writing form:
Just like with whole numbers, when digits add up to 10 or more, we write the ones digit and carry the tens digit to the next place value. In , we get 5 + 9 = 14, so we write 4 and carry 1.
The number line shows the visual representation of addition! Start at 0.5, then jump 0.9 units to the right. You'll land at 1.4, which confirms our answer.
Remember: The decimal point in your answer goes directly below the decimal points in the numbers you're adding. This keeps everything in the correct place value!
Yes! You can think of it as tenths = 14 tenths = 1.4. But vertical alignment helps avoid mistakes with decimal placement.
If you got 1.5, you likely forgot to carry over! When 5 + 9 = 14, you must write 4 in the tenths place and add the carried 1 to get 1.4, not 1.5.
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