Advertisements
Advertisements
प्रश्न
The difference between two selling prices of a shirt at profits of 4% and 5% is Rs 6. Find
(i) C.P. of the shirt
(ii) the two selling prices of the shirt
Advertisements
उत्तर
\[\text { Let the C . P of both the shirts be Rs . x } . \]
\[\text { C . P = Rs . x }\]
\[\text { For shirt 1 }: \]
\[\text { Profit is 4 % } : \]
\[\text { Profit % } = \frac{\text { Profit }}{CP} \times 100\]
\[\text { Profit } = \frac{4}{100} \times C . P\]
\[ = Rs . 0 . 04x\]
\[\text { S . P = C . P + Profit }\]
\[ = x + 0 . 04x\]
\[ = Rs . 1 . 04x\]
\[\text { For shirt 2: } \]
\[\text { Profit = 5 % : } \]
\[\text { C . P = Rs . x }\]
\[\text { Profit = } \frac{5}{100} \times C . P\]
\[ = Rs . 0 . 05x\]
\[S . P = C . P + Profit\]
\[ = x + 0 . 05x\]
\[ = \text { Rs .} 1 . 05x\]
\[\text { It is given that the difference between their profits is Rs } . 6\]
\[\text { So, }1 . 05x - 1 . 04x = 6\]
\[0 . 01x = 6\]
\[x = Rs . 600\]
\[\text { Thus, C . P = Rs } . 600\]
\[\text { S . P of shirt 1 } = Rs . 1 . 04x\]
\[ = \text { Rs }. 1 . 04 \times 600\]
\[ = Rs . 624\]
\[\text { S . P of shirt 2 = Rs } . 1 . 05x\]
\[ =\text { Rs . 1 . 05 }\times 600\]
\[ = \text { Rs } . 630 .\]
APPEARS IN
संबंधित प्रश्न
Rohit buys an item at 25% discount on the marked price. He sells it for Rs 660, making a profit of 10%. What is the marked price of the item?
Jasmine allows 4% discount on the marked price of her goods and still earns a profit of 20%. What is the cost price of a shirt for her marked at Rs 850?
The cost price and selling price are given in the following table. Find out whether there was a profit or a loss and how much it was.
| Cost Price (in Rs.) |
Selling Price (in Rs) |
Profit or Loss | How much? |
| 4500 | 5000 |
Using the figures given below, frame problems based on profit percent or loss percent.
Cost price ₹ 2000, selling price ₹ 1900
The single discount in % which is equivalent to two successive discounts of 20% and 25% is
Latika bought a teapot for Rs 120 and a set of cups for Rs 400. She sold teapot at a profit of 5% and cups at a loss of 5%. The amount received by her is ______.
The loss per cent on selling 140 geometry boxes at the loss of S.P. of 10 geometry boxes is equal to ______.
A man purchased a bicycle for Rs 1,040 and sold it for Rs 800. His gain per cent is 30%.
Three bags contain 64.2 kg of sugar. The second bag contains `4/5` of the contents of the first and the third contains `45 1/2`% of what there is in the second bag. How much sugar is there in each bag?
On selling an article for ₹ 329, a dealer lost 6%. The cost price of the article is ______.
