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Starry, what are you
thinking about?
Oh, so you are solving the example of subtraction.
Starry, you seem to have
forgotten how to subtract by borrowing, right?
Ok, let’s practices.
Ok, let’s practices.
Let’s begin 53 minus
7.
Now, 3 units minus 7 units is not possible as 3 is less than 7.
Now, 3 units minus 7 units is not possible as 3 is less than 7.
So we need to take
help from the digit in the tens place.
That is we need to
borrow a ten from the tens place.
So, the tens place now
has 1 less, that is 4.
But the units place
has tens more, so instead of 3 .
It has 13.
It has 13.
Now, let’s subtract 13
minus 7 equals 6, we write 6 in the units place.
Now, the 4 in the tens
place has no number below it for subtracting,
So we write the 4 in the
tens place of the answer.
So the answer is
46.
Have you follow
Starry?
Good!
Let’s try this.
70 minus 34.
Good!
Let’s try this.
70 minus 34.
Observe the units
place, 0 is smaller than 4.
So from 0, we cannot
subtract 4,
we borrow ten from the tens place.
we borrow ten from the tens place.
The digit in the tens
is reduce by 1, and become 6.
But the units place is
increase by 10, and become 10.
Now 10 units minus 4
units equals 6.
And 6 tens minus 3
tens equals 3.
So the difference is 36.
So the difference is 36.
Now Starry, look at
this example 421 minus 159.
Here 1 unit is less than 9 units.
Here 1 unit is less than 9 units.
So we borrow a ten,
the digit in the tens place is reduce by 1,
and the digit in the
units place is increase by 10 and become 11.
11 minus 9 equals 2.
Observe that, the 1 tens is less than 5 tens.
Observe that, the 1 tens is less than 5 tens.
So we need to borrow
again.
But this time from the
hundreds place, so the hundreds place is reduce by 1 to become 3.
The tens place is now
increase by 10 and become 11, 11 tens minus 5 tens equals 6 tens.
Since the digit 4 in
the hundreds place is reduce by 1, it become 3.
Now, 3 hundreds minus
1 hundreds equals 2 hundreds.
So the difference is 262.
So the difference is 262.
Let’s see another
example .
500 minus 126.
500 minus 126.
If you observe
carefully, 0 units is less than 6 units.
We cannot subtract 6
from 0.
We need to borrow from the tens place.
We need to borrow from the tens place.
But look, even the
tens place has the 0.
So we cannot borrow
from the tens place either.
Now, what do we do?
Starry, we now go to the hundreds place.
Starry, we now go to the hundreds place.
The hundreds place has
5,
we borrow ten for the tens place.
we borrow ten for the tens place.
Hence, the hundreds
place now has 4, and the tens place now has 10,
We now borrow a ten
from the tens place for the units place.
The tens place is left
with the 9.
Now 10 minus 6 equals
4, 9 minus 2 equal 7, and 4 minus 1 equal 3.
So the difference is
374.
Is it borrowing easy Starry?
Is it borrowing easy Starry?
Oh, so you want to
solve another example
Fine, here it is 823 minus 269.
Fine, here it is 823 minus 269.
Now 2 units has
smaller than 9 units.
Hence, we cannot subtract 9 from 2.
Hence, we cannot subtract 9 from 2.
So what do we do
Starry?
Right! We borrow ten from the tens place,
Right! We borrow ten from the tens place,
from 3 tens when we
subtract 1 tens we get 2 tens.
This 1 tens when we
add to 2 units we get 12 units.
Now 12 is greater than
9.
So 12 minus 9 equal 3.
So 12 minus 9 equal 3.
Observe the tens place
Starry, it has 2 tens which is less than 6 tens.
So, We borrow tens from the hundreds place.
The hundreds place has 8, when we borrow tens, the hundreds place become 7, and the tens place become 10 plus 2 equals 12.
The hundreds place has 8, when we borrow tens, the hundreds place become 7, and the tens place become 10 plus 2 equals 12.
So 12 tens minus 6
tens equal 6, and 7 hundreds minus 2 hundreds equals 5 hundreds.
So the difference is
563.
Now let’s quickly go
to what we have learn today.
Subtract 312 minus 113.
Subtract 312 minus 113.
We cannot subtract 3
from 1.
So we borrow 1 ten from the tens place.
So we borrow 1 ten from the tens place.
Now the tens place is
left with 1 ten, and the units place is 10 plus 1 that is 11.
So 11 minus 3 equals
8.
Now 1 ten minus 1 ten
equals 0 ten, and 3 hundreds minus 1 hundred equals 2 hundreds.
So the difference is
208.
Let’s solve this.
802 minus 486.
802 minus 486.
Now, we cannot
subtract 6 from 2, so we go to the tens place for borrowing.
But the tens place has a 0, so we go to the hundreds place to borrow,
now 8 hundreds become
7 hundreds, and 0 tens become 10 tens,
we borrow a ten for
the units so we get 9 tens, and 10 plus 2 units that is 12 units,
12 minus 6 is 6, 9
minus 8 equals 1, and 7 minus 4 equals 3.
So the difference is
316.
Let’s try this one .
444 minus 8.
4 units are less than 8 units.
So we cannot subtract 8 from 4.
So we borrow from the
tens place, the tens place become 3, and the units place
become 10 plus 4 that is 14.
Now 14 minus 8 equals 6.
Now 14 minus 8 equals 6.
In the tens place and
the hundreds place there is no number to be subtractive.
So we write down 43 as
this.
So the difference is 436.
So the difference is 436.
Good! You have picked up
subtraction very quickly.
Keep it up.
Keep it up.
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