THANKS SIR PLEASE CREATE YOUR WEBSITE WHERE VIDEOS ARE ARRANGED CHRONOLOGICALLY AND CAN ALSO BE DOWNLOADED FOR FREE.YOU ARE REALLY A GOOD TEACHER.SIR!!!!!!
@@madhur3411 NOTE: I’m only using the brackets to show which digits are being added, imitating how Dr. Aggarwal draws the little humps. > 989725 …5 (Write down the 5) > 9897[2+5] …75 (2+5=7. Write down the 7) > 989[7+2]5 …975 (7+2=9. Write down the 9) > 98[9+7]25 …6975 (9+7=16. Write down the 6 and carry the 1 to the next digit pair so that [8+9] becomes [8+10]) > 9[8+10]725 …86975 (8+10=18. Write down the 8 and carry the 1 to the next digit pair so that [9+8] becomes [9+9]) > [9+9]9725 …886975 (9+9=18. Write down the 8 and carry the 1 to add to the starting digit of your factor) > [1+ 9]89725 …10886975 (1+9=10. Write down 10) 989725 x 11 = 10886975
@@sureshaggarwal Sir aapne divisibility by 13 me 13 se small no ko divide Karna sikhaya tha Aap ek Aisi video banao jisme ham 13 se bade no ko divide Karna Sikhe like 65/13
A faster way of using this method is if you add the digits pairs right to left instead of left to right and carry as you go, thus eliminating the third step. Ex. 75399 x 11 NOTE: I’m only using the brackets to show which digits are being added, imitating how Dr. Aggarwal draws the little humps. > 75399 …9 > 753[9+9] …89 (9+9=18. Write down the 8 and carry the 1 to the next digit pair so that [3+9] becomes [3+10]) > 75[3+10]9 …389 (3+10=13. Write down the 3 and carry the 1 to the next digit pair so that [5+3] becomes [5+4]) > 7[5+4]99 …9389 (5+4=9. Write down the 9) > [7+5]399 …29389 (7+5=12. Write down the 2 and carry the 1 to add to the starting digit of your factor) > [1+7]5399 …829389 (1+7=8. Write down the 8) 75399 x 11 = 829389
Nice Mr.Suresh I am principal is DPS school Hyderabad and nice tricks well enjoyed and keep it up and thanks
Looking forward for much more :-)
THANKS SIR PLEASE CREATE YOUR WEBSITE WHERE VIDEOS ARE ARRANGED CHRONOLOGICALLY AND CAN ALSO BE DOWNLOADED FOR FREE.YOU ARE REALLY A GOOD TEACHER.SIR!!!!!!
PLEASE ANSWER
This is really helpful.
Looking forward to more such tricks.
Very helpfull...... sir
Wow, so amazing tricks.. Amazing😍😍👍
Sir, good evening. I am existed to learn ur aptitude tricks and to meet u sir thanking you....
sir, in this tricks addition from last easily get answer
This is not working on 989725 X 11
@Mohammad Nadeem Check this
@@madhur3411 NOTE: I’m only using the brackets to show which digits are being added, imitating how Dr. Aggarwal draws the little humps.
> 989725 …5 (Write down the 5)
> 9897[2+5] …75 (2+5=7. Write down the 7)
> 989[7+2]5 …975 (7+2=9. Write down the 9)
> 98[9+7]25 …6975 (9+7=16. Write down the 6 and carry the 1 to the next digit pair so that [8+9] becomes [8+10])
> 9[8+10]725 …86975 (8+10=18. Write down the 8 and carry the 1 to the next digit pair so that [9+8] becomes [9+9])
> [9+9]9725 …886975 (9+9=18. Write down the 8 and carry the 1 to add to the starting digit of your factor)
> [1+ 9]89725 …10886975 (1+9=10. Write down 10)
989725 x 11 = 10886975
Very helpful for students like me
Best sir in World.
Thanks a lot
@@sureshaggarwal
Sir aapne divisibility by 13 me 13 se small no ko divide Karna sikhaya tha Aap ek Aisi video banao jisme ham 13 se bade no ko divide Karna Sikhe like 65/13
Yaa
Thank you sir
Nice!!!
thanku guru ji !!!
19×11 how to solve this problem sir
+Vijaykanth thilak .....it's so easy .....190 + 19 =209
I love this all tricks superb trick its really too fast
👍👍👍👍👍👍👍👍👍👍
Sir how much gap
199×11=?
+Vijaykanth thilak .....1990 + 199
@@sureshaggarwal sir se majak
What about ?*111111
A more easy way:
666×11=(666+66)6=(732)6=7326
RaGHAFazKa MuHaMMaD omggg🤩🤩
A faster way of using this method is if you add the digits pairs right to left instead of left to right and carry as you go, thus eliminating the third step.
Ex. 75399 x 11
NOTE: I’m only using the brackets to show which digits are being added, imitating how Dr. Aggarwal draws the little humps.
> 75399 …9
> 753[9+9] …89 (9+9=18. Write down the 8 and carry the 1 to the next digit pair so that [3+9] becomes [3+10])
> 75[3+10]9 …389 (3+10=13. Write down the 3 and carry the 1 to the next digit pair so that [5+3] becomes [5+4])
> 7[5+4]99 …9389 (5+4=9. Write down the 9)
> [7+5]399 …29389 (7+5=12. Write down the 2 and carry the 1 to add to the starting digit of your factor)
> [1+7]5399 …829389 (1+7=8. Write down the 8)
75399 x 11 = 829389