direktori wisata tirta 2012 (13)
TRANSCRIPT
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8/12/2019 Direktori Wisata Tirta 2012 (13)
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Dhaval Bathia
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Dhaval Bathia
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Dhaval Bathia
When we say multiplication with a
series of 1, we mean numbers like 1,11, 111, 1111 etc.
In this case, the multiplicand can beany number, but the multiplier has tobe a series of 1.
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First, let us see how to multiply numberswith 11
Q) Multiply 42 with 11
4 2x 1 1
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4 2x 1 1
First, we put the last number as it is. So number 2will come down as 2.
Next, we add both the numbers and put it in thecentre. So, (4+2) will be written as 6.
Finally, we put the first number as it is. So, 4 willcome as 4.
264
The final answer is 462
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6 3x 1 1
First, we put the last number as it is. So number 3will come down as 3.
Next, we add both the numbers and put it in thecentre. So, (6+3) will be written as 9.
Finally, we put the last number as it is. So, 4 willcome as 6.
396
The final answer is 693
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Dhaval Bathia
Similarly when 35, 27 and 44 aremultiplied by 11, the answers will be :
3 5
x 1 1
2 7x 1 1
4 4x 1 1
3 8 5 2 9 7 4 8 4
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Sometimes, you may have a carry-over, let us seehow to deal with such cases:
Q) Multiply 48 with 11
4 8X 1 1
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4 8X 1 1
First, we put the last number as it is. So number 8 willcome down as 8.
Next, we add both the numbers and put it in the centre. So,(4+8) will be 12. We write down 2 and carry-over 1.
Finally, we put the last number as it is. So, 4 will comeas 4. But, since 1 is carried over, the answer is 5.
825
The final answer is 528
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Dhaval Bathia
Q) Multiply 5 4 3
x 1 1
Here, we will apply the same logic that we have usedin our previous examples
We put the last number as it is (Answer - _______3)
We add 4 +3 and write down 7 (Answer - _______73)
We add 5 + 4 and write down 9 (Answer - _____973)
We put the first number as it is i.e. 5
The final answer is 5973
5 9 7 3
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Dhaval Bathia
We have seen how to multiply numbers with 11,next, we will see how to multiply numbers with 111
In the number 11, the number 1 appears twice,so we will add maximum two digits at a time. Inthe number 111, the number 1 appears thrice,
so we will add 3 digits at a time
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2 0 3
x
1 1 1
Write the last number as it is. (one digit)
Next, we add 0 + 3 and get 3. ( two digits)
Next, we add 2+0+3 and get 5 (three digits = maximum)
Next, we add 2+0 and get 2 (two digits)
Finally, we put the first number (2) as it is(one digit)
The final answer will be 22533
2 2 5 3 3
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4 3 5
x
1 1 1
Write the last number as it is. (one digit)
Next, we add 3 + 5 and get 8. ( two digits)
Next, we add 4+3+5 and get 12 (write 2, carry over 1)
Next, we add 4+3 (plus 1 carried over) and get 8 Finally, we put the first number (4) as it is(one digit)
The final answer will be 48285
4 8 2 8 5
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Dhaval Bathia
Similarly,
111 90321 6021203
x 111 x 111 x 111
12321 10025631 668353533
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Dhaval Bathia
Using the same method, we can multiply a number withany number of 1s
If you want to multiply a number with 1111, you will usethe same technique. The only difference will be thatyou will add maximum four digits at a time (because
there are four ones in 1111)
When the multiplier is 11111, we will be adding
maximum five- digits at a time