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To solve this problem, we'll perform the following steps:
Step 1: Align the decimal points of and .
Step 2: Subtract starting from the rightmost digits (tenths place).
Now, let's work through each step:
Step 1: We align the two numbers with their decimal points:
_____
Step 2: Subtract the digits from right to left:
Tenths place: can't be done directly, so we need to look at the whole number.
Units place: We need to borrow from the , making the a and reducing the hundreds digit: this gives us .
Now, tenths place calculation , but with borrowing from next digit .
Units place results into . Including borrows, results into .
The final subtraction shows that .
Therefore, the solution to the problem is
9.8
Choose the correct writing form:
In decimal subtraction, we work within each place value column. When the top digit is smaller, we borrow from the next column to make subtraction possible, just like with whole numbers!
You need to borrow whenever the top digit is smaller than the bottom digit in any column. In , since 2 < 4 in the tenths place, borrowing is required.
The decimal point stays in the same position throughout the entire process. Borrowing only affects the digits, not the decimal point placement.
Use addition to check: Add your answer to the number you subtracted. If you get the original number, you're correct! ✓
You could think of it as , but borrowing is the standard method that works for all cases.
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