Subtract 489 from 1000 using the base method. What is the result?a)521...
- To subtract 489 from 1000 using the base method, we transform the subtraction into a simpler form.
- Start with 1000, which is a round number.
- Apply the "All from 9 and the Last from 10" rule:
- From the rightmost digit (0), we need to take 9, so we borrow 1 from the next digit.
- This converts the 0 to 10 (after borrowing), making it 10 - 9 = 1.
- The next digit becomes 9 (due to borrowing), so 9 - 8 = 1.
- Finally, since we borrowed from the hundreds, we have 9 left from 10, so 10 - 4 = 5.
- Thus, 1000 - 489 = 511.
Subtract 489 from 1000 using the base method. What is the result?a)521...
Understanding the Base Method Subtraction
To subtract 489 from 1000 using the base method, we can break down the process step by step.
Step 1: Identify the Base
- The base number here is 1000.
- We want to subtract 489 from it.
Step 2: Break Down the Subtraction
- We can think of 1000 as 1000 - 489.
- Instead of subtracting directly, we can subtract 490 first, as it is easier to manage.
Step 3: Perform the Subtraction
- Calculate 1000 - 490, which equals 510.
- Since we subtracted 1 more (490 instead of 489), we need to add that back to our result.
Step 4: Adjust the Result
- Add 1 back to 510:
- 510 + 1 = 511.
Final Result
- Therefore, 1000 - 489 equals 511.
Conclusion
- The correct answer is option 'B': 511.
- This method simplifies the calculation and helps avoid mistakes by breaking the problem into manageable parts.