Straight Division: 3 digit divisors

  Рет қаралды 3,561

Sarwan Aggarwal

Sarwan Aggarwal

Күн бұрын

Пікірлер: 9
@sarwanaggarwal118
@sarwanaggarwal118 10 жыл бұрын
kenia suriel1: how to divide 284 by 5? Is that a question? that is (284/5)*(2/2) = 568/10 = 56.8
@unknown-yi7bn
@unknown-yi7bn 8 жыл бұрын
what do we do if we get the remainder part (-) value? example qs. 8298/285
@unknown-yi7bn
@unknown-yi7bn 8 жыл бұрын
+Sarwan Aggarwal yes, i know, the vid posted a long time ago...n thank you for replying my qs. but i have tried, it seems i still get (-) value at the remainder. i used 2,9 as the quotient n i got -16 as remainder. can u help me?
@0083598k
@0083598k 10 жыл бұрын
how to divide 284 by 5
@tartarustartarus9099
@tartarustartarus9099 11 жыл бұрын
How to divide 11000 by 182
@sarwanaggarwal118
@sarwanaggarwal118 11 жыл бұрын
Consider: FIRTST: 182 = 2*91 Divide by 2 to result in 5500/91 Divide by "Transpose and Apply" Multiply the final remainder by 2. SECOND: 182 = 200 - 18 ==> Divide by 2, and use negative 18 on the flag. You need to be careful in using negative digits on the flag. I don't recall if I have an example that uses negative flag digits. Sure hope that helps. Sarwan
@tartarustartarus9099
@tartarustartarus9099 11 жыл бұрын
This method can save my time so much. But i think the negative flag digits rather difficult. Thank you for your help, Teacher !!
@tartarustartarus9099
@tartarustartarus9099 11 жыл бұрын
Sarwan Aggrawal And i found , If Divisor is 1 , It's so difficulty because negative flag digits are so much.
@sarwanaggarwal118
@sarwanaggarwal118 11 жыл бұрын
Try Nikhilam method. There should be three videos on division: Nikhilam Method of Division Transpose and Apply method of division Straight division I build most of the background in "Nikhilam method" video. Only problem with the video is that I spend way too much time to argue that all the methods of division are basically the same. These come from "Divide and Conquer" and utilize two step division with adjustments. The text books present the methods as if these were different methods. If you skip over these arguments, you should find that method highly enriching. Sarwan
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