4800 And Sold In Taupues If 1200 Is Spent On Transportation Find His gain Y. loss Or A Shopkeeper Sells An Artich For Rs 1500 a Discount Of 15% On Its after Allowing lest Price. Find The List Price Of The article 313

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Introduction

In this article, we will delve into a series of mathematical problems that involve various concepts such as percentages, discounts, and profit/loss calculations. The problems are designed to test our understanding of these concepts and to provide a platform for us to apply mathematical principles to real-world scenarios.

Problem 1: A Shopkeeper's Discount

Problem Statement

A shopkeeper sells an article for Rs 1500 after allowing a discount of 15% on its list price. Find the list price of the article.

Solution

Let's assume the list price of the article is x.

Since a discount of 15% is allowed, the selling price is 85% of the list price.

We can set up the equation:

Selling Price = 85% of List Price 1500 = 0.85x

To find the list price, we can divide both sides by 0.85:

x = 1500 / 0.85 x = 1764.71

Therefore, the list price of the article is approximately Rs 1764.71.

Problem 2: Transportation Costs and Gain/Loss

Problem Statement

If 1200 is spent on transportation, find his gain Y. loss or 1) A Shopkeeper sells an artich for Rs 4800 and sold in Taupues.

Solution

Let's assume the cost price of the article is x.

Since the article is sold for Rs 4800, the profit made is:

Profit = Selling Price - Cost Price = 4800 - x

However, 1200 is spent on transportation, so the actual profit is:

Actual Profit = Profit - Transportation Cost = (4800 - x) - 1200 = 3600 - x

To find the gain or loss, we need to determine whether the actual profit is positive or negative.

If the actual profit is positive, then the gain is the actual profit.

If the actual profit is negative, then the loss is the absolute value of the actual profit.

Let's assume the cost price is 3600.

In this case, the actual profit is:

Actual Profit = 3600 - 3600 = 0

Since the actual profit is zero, the gain or loss is also zero.

However, if the cost price is less than 3600, then the actual profit is positive, and the gain is the actual profit.

If the cost price is greater than 3600, then the actual profit is negative, and the loss is the absolute value of the actual profit.

Problem 3: Percentage Calculations

Problem Statement

If 1200 is spent on transportation, find his gain Y. loss or 1) A Shopkeeper sells an artich for Rs 4800 and sold in Taupues.

Solution

Let's assume the cost price of the article is x.

Since the article is sold for Rs 4800, the profit made is:

Profit = Selling Price - Cost Price = 4800 - x

However, 1200 is spent on transportation, so the actual profit is:

Actual Profit = Profit - Transportation Cost = (4800 - x) - 1200 = 3600 - x

To find the gain or loss, we need to determine whether the actual profit is positive or negative.

If the actual profit is positive, then the gain is the actual profit.

If the actual profit is negative, then the loss is the absolute value of the actual profit.

Let's assume the cost price is 3600.

In this case, the actual profit is:

Actual Profit = 3600 - 3600 = 0

Since the actual profit is zero, the gain or loss is also zero.

However, if the cost price is less than 3600, then the actual profit is positive, and the gain is the actual profit.

If the cost price is greater than 3600, then the actual profit is negative, and the loss is the absolute value of the actual profit.

Conclusion

In this article, we have explored three mathematical problems that involve various concepts such as percentages, discounts, and profit/loss calculations. We have applied mathematical principles to real-world scenarios and have provided solutions to the problems.

The problems have been designed to test our understanding of these concepts and to provide a platform for us to apply mathematical principles to real-world scenarios.

We hope that this article has provided a useful resource for students and professionals who are looking to improve their mathematical skills.

References

Introduction

In our previous article, we explored three mathematical problems that involved various concepts such as percentages, discounts, and profit/loss calculations. In this article, we will provide a Q&A section to help clarify any doubts and provide additional insights into the problems.

Q&A

Q: What is the list price of the article in Problem 1?

A: The list price of the article is Rs 1764.71.

Q: How do I calculate the profit/loss in Problem 2?

A: To calculate the profit/loss, you need to determine whether the actual profit is positive or negative. If the actual profit is positive, then the gain is the actual profit. If the actual profit is negative, then the loss is the absolute value of the actual profit.

Q: What is the formula for calculating the actual profit?

A: The formula for calculating the actual profit is:

Actual Profit = Selling Price - Cost Price - Transportation Cost

Q: How do I determine whether the actual profit is positive or negative?

A: To determine whether the actual profit is positive or negative, you need to compare it to zero. If the actual profit is greater than zero, then it is positive. If the actual profit is less than zero, then it is negative.

Q: What is the significance of the transportation cost in Problem 2?

A: The transportation cost is significant because it affects the actual profit. If the transportation cost is high, then the actual profit will be lower. If the transportation cost is low, then the actual profit will be higher.

Q: Can you provide an example of how to calculate the actual profit?

A: Let's assume the selling price is Rs 4800, the cost price is Rs 3600, and the transportation cost is Rs 1200. To calculate the actual profit, we can use the formula:

Actual Profit = Selling Price - Cost Price - Transportation Cost = 4800 - 3600 - 1200 = 0

In this case, the actual profit is zero, which means that there is no gain or loss.

Q: What is the difference between a gain and a loss?

A: A gain is a positive profit, while a loss is a negative profit. In other words, a gain is when you make a profit, while a loss is when you incur a loss.

Q: Can you provide an example of how to calculate a gain or a loss?

A: Let's assume the selling price is Rs 4800, the cost price is Rs 3600, and the transportation cost is Rs 1200. To calculate the gain or loss, we can use the formula:

Gain/Loss = Actual Profit

If the actual profit is positive, then the gain is the actual profit. If the actual profit is negative, then the loss is the absolute value of the actual profit.

In this case, the actual profit is zero, which means that there is no gain or loss.

Conclusion

In this Q&A article, we have provided additional insights and clarification on the problems explored in our previous article. We hope that this article has helped to clarify any doubts and provide a better understanding of the concepts involved.

References