subtraction using an expanded method (part 2 of 5)
TRANSCRIPT
Subtraction Of Whole Numbers Using An Expanded Method
(the last step towards using a standard written method for subtraction)
For more maths help & free games related to this, visit: www.makemymathsbetter.com
Part 2 of 5: Subtraction with adjustment from the hundreds.
Subtraction Of Whole Numbers Using An Expanded Method
(the last step towards using a standard written method for subtraction)
For more maths help & free games related to this, visit: www.makemymathsbetter.com
Part 2 of 5: Subtraction with adjustment from the hundreds.It is important that you have already viewed and understood part 1
before you go any further.
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285
400
200
30
80
6
5_
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens.
400
200
30
80
6
5_
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.
400
200
30
80
6
5_
300
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
400
200
130
80
6
5_
300
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
400
200
130
80
6
5_
1
300The units should then be subtracted.
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
400
200
130
80
6
5_
150
300
Followed by the tens
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
400
200
130
80
6
5_
150100
300
Then the hundreds
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
400
200
130
80
6
5_
150100 + + = 151
300
Finally, add the numbers together to find the total
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
1 Start with the units
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
1 Start with the units
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
1 Then make an adjustment from the hundreds
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
1
3
Then make an adjustment from the hundreds
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
1
3
Then make an adjustment from the hundreds to the tens
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
1
3 13
Then make an adjustment from the hundreds to the tens
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
5 1
3 13
Then, subtract the tens
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
5 1
3 13
Then, subtract the tens
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
1 5 1
3 13
And, finally subtract the hundreds
When subtracting, the tens in the bigger number is sometimes smaller than the tens in the smaller number, e.g. 436 – 285When this happens, an adjustment is made from the hundreds to the tens. A hundred is effectively taken from the hundreds column.And added to the tens column.
When this can be performed confidently, it can be simplified to a standard written method:
400
200
130
80
6
5_
150100 + + = 151
300
4 3 6
2 8 5_
1 5 1
3 13
And, finally subtract the hundreds
That’s it for now......
For more help with your maths, try my book:
mastering multiplication tableson amazon.com