Question

A and B purchase an article same price later on c purchase both article from A and B at Rs 240 each from A and B. But profit of A was P% while profit of B was q% .since B calculate his profit on SP .if c sells one of the article to Do of p%profit. What is CP for D . If q=41 2/3%

Answer 1

Answer:

Coast Price for D is Rs. 411.43

Step-by-step explanation:

Let Cost Price of Article that A & B purchased = x

A & B sell articles to C

Selling Price of each article = Rs. 240

A made p% profit on Cost Price.

B made q% profit on Selling Price.

C sell a article to D at p% profit.

q% = 41 2/3 %

According to the question,

$41\frac{2}{3}=\frac{240-x}{240}\times100$

$\frac{125}{3}\times24=(240-x)10$

240 - x = 100

x = 140

profit percentage of A , p% = $\frac{240-100}{140}\times100=\frac{100\times10}{14}=71\frac{6}{14}$ %

SP for C = $CP+\frac{\frac{1000}{14}}{100}\times CP=240+\frac{1000\times240}{1400}=240+\frac{1200}{7}=411.43$

Therefore, Coast Price for D is Rs. 411.43

Answer 2

Step-by-step explanation:

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