Math, asked by vasureddi12, 9 months ago

A vegetable seller can buy lemons at the rate of $ 20 per lemon. Each lemon is part of an overall collection and the value is linked to the number of lemons that are already in the market. So, the vegetable seller sells the first lemon for $ 2, second one for $4 third for $ 6. and so on. If he wants to make an overall profit of at Least 40%, what is the minimum number of lemons he should sell?

Answers

Answered by amitnrw
8

Given : A vegetable seller can buy lemons at the rate of $ 20 per lemon.  vegetable seller sells the first lemon for $ 2, second one for $4 third for $ 6. and so on

To find : to make an overall profit of at Least 40%, what is the minimum number of lemons he should sell

Solution:

Let say number of lemon bought = n

Cost price of lemon = 20n

Profit of atleast 40 %  = (40/100)20n = 8n

Selling price  ≥ 20n + 8n

Selling price  ≥  28n

Selling  Price  = 2  + 4 + 6  +  .......................+ 2n

= 2( 1 + 2 + 3 + .....................+ n)

= 2 n(n+ 1)/2

= n (n + 1)

n (n + 1)   ≥  28n

=> n + 1   ≥  28

=> n  ≥  27

He should sell minimum  27 lemons to make an overall profit of atleast 40 %

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