multiplication above the base
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Transcript of multiplication above the base
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multiplication above the base Vinay Nair SCHOOL OF VEDIC MATHS
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sutra used: Meaning: All from nine and the last from ten
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12 104 1015x13 x103 x1010___
above the above the above thebase 10 base 100 base 1000
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What is a ‘Base’?
Powers of 10 i.e. 10, 100, 1000 and so on, are called ‘base’ numbers.
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12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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replay proceed
12 + 2 104 + 4 1015 + 15x13 + 3 x103 + 3 x1010 + 10__ 15 | 6 107 | 12 1025 | 150
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problems of type ii
14 110 1200x16 x115 x1011___
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the number of digits on the right side of the answer will be equal to the number of zeros in the base.
Base 10
14+4x16+6 20| 4 2
14x16 224replay proceed
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the number of digits on the right side of the answer will be equal to the number of zeros in the base.
Base 1 0 0
110+10 x115+15 125| 50 1
110 x11512650
replay proceed
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the number of digits on the right side of the answer will be equal to the number of zeros in the base.
Base 1 0 0 0
1200+200 x1011+ 11 1211| 200 2
1200 x1011 1213200
replay proceed
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replay proceed
Base 10 Base 1 0 0 Base 10 0 0
14+4 110+10 1200+200x16+6 x115+15 x1011+ 11 20| 4 125| 50 1211| 200 2 1 2
14+4 110+10 1200+200x16+6 x115+15 x1011+ 11 224 12650 1213200
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practise problems
12 14 112 107x13 x11 x101___ x108156 154 11312 11556
19 117 125 1035x11 x102x103x1010209 11934 12875 1045350
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problems of type iii
102 104 1003x103 x101 x1012___
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the number of digits on the right side of the answer will be equal to the number of zeros in the base.
Base 1 0 0 Base 1 0 0 Base 1 0 0 0
102+2 104+4 1003+3x103+3 x101+1 x1012+12 105| 0 6 105| 0 4 1015| 0 3 6
102+2 104+4 1003+3x103+3 x101+1 x1012+12 10506 10504 1015036
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practise problems
19 114 103 115x14 x110 x103___ x108266 12540 10609 12420
125 1002 1004 1250x120 x1007 x1002 x1010150001009014 1006008 1262500
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hari om!