1. Rojgarlive » 
  2. Math » 
  3. An Exporter expects a Gain of 22.5% on his Cost Price. If in a Week, his Sale was of Rs. 392, What was his Profit?

An Exporter expects a Gain of 22.5% on his Cost Price. If in a Week, his Sale was of Rs. 392, What was his Profit?

To find the exporter's profit from a sale of Rs. 392 with a 22.5% gain expectation, calculate the cost price, then subtract the cost price from the selling price to get the profit.

by T Santhosh

Updated Jun 14, 2024

Advertisement

An Exporter expects a Gain of 22.5% on his Cost Price. If in a Week, his Sale was of Rs. 392, What was his Profit?

An Exporter expects a Gain of 22.5% on his Cost Price. If in a Week, his Sale was of Rs. 392, What was his Profit?

To determine the profit made by an exporter expecting a 22.5% gain on his cost price from a sale of Rs. 392, follow these steps:

Article continues below advertisement

Gain Percentage: 22.5%

Selling Price: Rs. 392

Profit: The amount by which the selling price exceeds the cost price.

Cost Price Calculation: Using the selling price and gain percentage.

Formula for Cost Price:

The cost price can be found using the formula

Cost Price = (Selling Price​)/(100 + Gain Percentage) x 100

Cost Price = (392)/(100 + 22.5) x 100

Cost Price = (392)/(122.5) x 100

Cost Price = Rs.320

Determine the Profit:

Profit is the difference between the selling price and the cost price

Profit = Selling Price − Cost Price

Profit = 392 − 320

Profit = Rs.72

The profit made by the exporter from a sale of Rs. 392, expecting a gain of 22.5% on the cost price, is Rs.72

Profit Calculation from Cost and Selling Price

When calculating profit, it's essential to understand the relationship between cost price, selling price, and profit percentage.

  • Cost Price (CP): The amount a seller spends to acquire or produce a product.
  • Selling Price (SP): The amount at which the product is sold to customers.
  • Profit: The financial gain made from selling the product, calculated as the difference between the selling price and the cost price.
  • Profit Percentage: The percentage of the cost price that represents the profit.

Formula for Cost Price:

When given the selling price and the profit percentage, you can calculate the cost price using the formula:

Cost Price = (Selling Price​)/(100 + Gain Percentage) x 100

Determining Profit:

Once the cost price is known, the profit can be found by subtracting the cost price from the selling price:

Profit = Selling Price − Cost Price

This process involves basic arithmetic and understanding the relationship between cost price, selling price, and profit.

Crossword Solver


Crossword Solver

Recent Articles

Stay updated on the latest in entertainment, general news, puzzles, gaming, tech, and more with a comprehensive roundup of recent articles covering a wide range of topics, ensuring you're informed and entertained across various interests.
Advertisement