Sardar Mathematics........very Interesting - Funny-jokes
little lengthy but Interesting......................
There is this group of 7 Sardars who plan to meet their old friend the President Dr. Zail Singh
The Sardars decide to take a taxi.
The taxi driver takes them to Rashtrapati Bhavan.
The meter shows Rs. 28/-, so the taxi driver says, "You have to pay me Rs.
28/-."
Now, the Sardars have to share the cost among themselves and so they decide to divide the total (Rs. 28/-) by the number of people, i.e. 7.
This is how they do the calculation to arrive at the answer:
____
7 | 28 = 13 ( 7 x 1 = 7, 7 x 3 = 21 ).
7
--
21
21
--
0
--
The driver is exceedingly happy upon receiving Rs. 13/- from each of the Sardars. He thanks them profusely and the feeling of happiness is writtern on his face as he leaves them and proceeds his way.
Seeing this, the Sardars feel that they may have made a mistake.
They decide to ask Zail Singh about it. After all, the fellow was the President of the nation!
They ask Zail Singh to check their calculation of the taxi fare.
Zail Singh ponders over the calculations and finally says, "See, I am
not
good at division. The process just boggles me but addition is something I am an expert at. Let us add all the amounts you guys gave to the taxi driver and check the result. This is how I do for those tax forms I get very often. The process is slow but is sure." The other sardars nod their heads
(?) in appreciation.
The President writes as shown below and also explains as he writes on:
13
13
13
13
13
13
13
--
28
--
i.e. 3+3+3+3+3+3+3= 21 and 21+1+1+1+1+1+1+1=28 so this checks out.
He then says, "Yes, it's correct. But I can also call my close friend and Finance man Banta Singh.
Banta Singh arrives, and when told of the problem, he replies that
he
doesn't think it is a bad deal but says, "No problem! I will verify it via
mathematical computation. I'll verify it with multiplication. That is
the
best technique for this, you see!"
While others watch in admiration, Banta Singh goes on to write as
shown:
13
x7
--- (7*3=21 ,7*1=7 so 21+7=28)
21
+ 7
--
28 This checks out as well.
--
Then he says, "This is really fine. There should be no problem, President Sahab. After all, it is correct in all the methods."
