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There is a group of 7 sardars who plan on going to Delhi to thank Finance

Minister for his revolutionary economic policies, from which they had

greatly benefited. They agree that it would be appropriate to carry a gift

to express their gratitude and decide upon taking a new car with them.

So they go to a car dealer and ask him how much a new car would cost. The

dealer tells them that the new car (a.k.a Premier Pad-mini) would cost about

R28K and if they all contributed R13K each, it would pay for that. They

quickly pay the dealer and take the car to Delhi with them. However, they

somehow feel that they have been taken and overly charged for the car.

 

After the initial formalities, they ask the finance minister if he could

verify that the dealer had not cheated them. Who else is more qualified to

verify the deal than the Finance Minister himself. The Minister says he

doesn't think it is a bad deal but says " No problem! I will verify it via

mathematical computation". First I'll use the method of addition:

 

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.

Next I'll verify it with multiplication:

 

13

x7

--

21

7

--

28

--

 

This checks out as well.

 

Finally, he said, division will confirm what I said before.

 

 

__

7/28\13

7

--

21

21

--

0

--

No problem. It is a perfect deal!

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