Create a detailed image representing a complex mathematical problem about a seller dealing with eggs. Visualize a seller, with South Asian descent and female gender, standing beside a large container filled with 120 eggs, showing a few of them cracked. Provide a separate section in the image to represent the transaction metrics, but without any text: a bag of money equating to #250; one portion with 20 cracked eggs being sold at a lower price (symbolized by smaller coins); and the other portion with 100 good eggs being sold at a higher price (symbolized by larger coins). The result of the transaction should be represented by an increasing growth graph without any numeric or text details.

A SELLER bought 120 eggs for #250. Out of these, 20 eggs got cracked and were sold at 50 each. The remaining eggs she later sold for #2.75 each. Find the percentage gain.

Well, it looks like the seller went through quite the egg-citing adventure! Let's break it down, shall we?

First, the seller bought 120 eggs for #250. That means the cost per egg was #2.08 (250 divided by 120).

Next, 20 eggs got cracked and were sold at #50 each. So the seller made 20 * 50 = #1000 from the cracked eggs.

The remaining eggs she sold for #2.75 each. The total number of remaining eggs is 120 - 20 = 100. So the seller made 100 * 2.75 = #275 from the remaining eggs.

Now, to calculate the total revenue, we add the amount from the cracked eggs (#1000) and the amount from the remaining eggs (#275), which gives us #1000 + #275 = #1275.

The percentage gain is calculated by subtracting the cost from the revenue, then dividing by the cost, and finally multiplying by 100.

So, the percentage gain is ((#1275 - #250) / #250) * 100 = 410%.

That's quite the egg-cellent profit, wouldn't you say? It's definitely egg-ceptional!

To find the percentage gain, we need to calculate the profit made by the seller and then express it as a percentage of the cost price.

Step 1: Calculate the cost price of the 120 eggs she purchased.
Cost Price of 120 eggs = #250

Step 2: Calculate the selling price of the cracked eggs.
Selling Price of 20 cracked eggs = 20 eggs x #50/egg = #1000

Step 3: Calculate the selling price of the remaining eggs.
Number of remaining eggs = 120 eggs - 20 cracked eggs = 100 eggs
Selling Price of 100 remaining eggs = 100 eggs x #2.75/egg = #275

Step 4: Calculate the total selling price.
Total Selling Price = Selling Price of cracked eggs + Selling Price of remaining eggs
Total Selling Price = #1000 + #275 = #1275

Step 5: Calculate the profit.
Profit = Total Selling Price - Cost Price
Profit = #1275 - #250 = #1025

Step 6: Calculate the percentage gain.
Percentage Gain = (Profit / Cost Price) x 100
Percentage Gain = (#1025 / #250) x 100
Percentage Gain = 410%

Therefore, the seller made a 410% gain on the eggs.

cost: 250

revenue: 20*.50 + 100*2.75 = 285
gain: 285-250 = 35
% gain = 35/250 = 0.14 = 14%

285/250 * 100% = 114%.

%gain = 114% - 100% = 14%.

To find the percentage gain, we need to calculate the total cost and the total selling price first.

1. Calculate the total cost:
The seller bought 120 eggs for #250. Therefore, the cost per egg is #250 / 120 = #2.08 per egg.

2. Calculate the total selling price of the cracked eggs:
20 eggs got cracked and were sold at #50 each. So, the total selling price of the cracked eggs is 20 * #50 = #1000.

3. Calculate the total selling price of the remaining eggs:
The seller sold the remaining eggs for #2.75 each. Since there were 120 eggs in total and 20 were cracked, there are 120 - 20 = 100 eggs left. The total selling price of the remaining eggs is 100 * #2.75 = #275.

4. Calculate the total selling price:
The total selling price is the sum of the selling price of the cracked eggs and the selling price of the remaining eggs. So, the total selling price is #1000 + #275 = #1275.

5. Calculate the gain:
The gain is the difference between the total selling price and the total cost. So, the gain is #1275 - #250 = #1025.

6. Calculate the percentage gain:
The percentage gain is calculated by dividing the gain by the total cost and multiplying by 100. So, the percentage gain is (#1025 / #250) * 100 = 410%.

Therefore, the percentage gain is 410%.