What is the Profit Percentage of the Banana vendor?

33.33 % ?

Sure?
Post your reasoning.

sorry ,answer is 50% .
Cost price = 15 * 1 - 5 = 10
Profit = 5
% profit = 100*profit/cost = 50%

Ahh! 😛
Correct. The answer is 50%.

Most of the people get this question wrong in the first attempt. Even I did. 😁

But as I said think logically. Let me give the logical explanation:
Only the banana vendor got it correct. Why? Because the profit is his daily bread. So he thought it logically, rather than applying the formula. He sold 1 banana for 1 rupee. He sold 15 bananas for 15 rupees. His profit is 5 rupees. So out of 15 rupees, his profit is 5 rupees; which means he bought the 15 bananas for 10 rupees and his profit is 5 rupees, i.e. half the price that he bought it for. So his profit is 50%. 😀

I remember reading a book called Swami and Friends by R K Narayan , have you read it. It is based on life of Swami who is a school kid. He is given a similar problem in exam , and instead of solving it he gets angry because he feels the cost of the bananas is too high. 😀

Malgudi Days, right? Yeah, I do remember.

circularsquare

He is given a similar problem in exam , and instead of solving it he gets angry because he feels the cost of the bananas is too high. 😀

Hehe 😁

Yeah that's very correct, lemme put it in a simpler form.

Formula=sellsprice - costprice

profit =5rupee
sellsprice =15
and
costprice =?

5=15-costprice
:. Costprice=10rupee

%profit=profit/costprice*100%
=5/10*100%
=50%
Therefore %profit=50%

Yeah that's very correct, lemme put it in a simpler form.

Formula=sellsprice - costprice

profit =5rupee
sellsprice =15
and
costprice =?

5=15-costprice
:. Costprice=10rupee

%profit=profit/costprice*100%
=5/10*100%
=50%
Therefore %profit=50%

Bionic

Yeah that's very correct, lemme put it in a simpler form.

Formula=sellsprice - costprice

profit =5rupee
sellsprice =15
and
costprice =?

5=15-costprice
:. Costprice=10rupee

%profit=profit/costprice*100%
=5/10*100%
=50%
Therefore %profit=50%

Yes, we can find it out with the formula.
But the aim of this puzzle to answer it quickly, more logically.
This is a kind of question that is often asked in entrance exams where we have to solve 1 question in less than 1 minute. If we start solving it with the formula, yeah 3minutes are gone there. 😁

PS: You are posting your comments twice.

PS: You are posting your comments twice.[/quote]

I think its a network problem....
Sorry...

Double posts is a known issue. We'll address it in upcoming upgrade.