−amp;132amp;amp; 35amp;776amp;
To solve this problem, we'll follow these steps:
- Step 1: Align the numbers by their place values. The number 132 is written above 35, ensuring the units, tens, and hundreds columns are properly placed.
- Step 2: Start from the rightmost column, which is the units column:
- Subtract the units digit: 2−5 requires borrowing since 2 is smaller than 5. Borrowing from the tens column converts 2 into 12.
- After borrowing, subtract: 12−5=7.
- Step 3: Move to the tens column:
- After borrowing one "ten" to the units place, the tens column in the minuend is now 2−1=1 (since the tens digit went from 3 to 2 after borrowing).
- Subtract: 2−3=−1, recognizing the necessity to borrow from the hundreds.
- Borrow 1 hundred, adding it to the tens to make: 12−3=9.
- Step 4: Finally, subtract the hundreds column:
- With borrowing adjustment: 0−0 remains unchanged because we lent one hundred to the tens place.
- This happens because we effectively do 1−1=0 after resolving borrowing in tens and units.
Therefore, after performing all borrowing and subtractions,
The solution to 132−35 is 97.