A market woman buys an eggs at the rate of 10 eggs for N60. 8 of the eggs were broken, so she sold the remaining at the rate of 4eggs for N24 and makes profit of 12 . How many eggs did she buy
sorry. her eggs cos 60/10 = 6 each
she sold them for 24/4 = 6 each
there is no way she made a profit if some were lost.
Fix your typo and refigure the cost and income.
To find out how many eggs the market woman bought, we need to break down the given information step by step.
Step 1: Calculate the cost per egg:
The market woman buys 10 eggs for N60. Therefore, the cost per egg is 60/10 = N6 per egg.
Step 2: Find the cost of the broken eggs:
8 of the eggs were broken, so the cost of the broken eggs is 8 * N6 = N48.
Step 3: Find the total cost of the remaining eggs:
The market woman sold the remaining eggs at the rate of 4 eggs for N24, which means the cost per egg is 24/4 = N6 per egg.
Step 4: Calculate the cost of the remaining eggs:
Let's assume she bought x eggs. The remaining eggs would be (x - 8), and the cost would be (x - 8) * N6.
Step 5: Calculate the profit:
The profit is given as N12, so we can set up the following equation:
(x - 8) * N6 = (x - 8) * N6 + N12
Simplifying the equation, we find:
N12 = N12
This equation is true, meaning there is no specific value for x. Therefore, the answer is that she bought an indefinite number of eggs.
To find out how many eggs the market woman bought, we need to break down the information given step by step.
Let's start with the first statement, which says that she buys 10 eggs for N60. This means that the cost price per egg is N60/10 = N6.
The second statement mentions that 8 of the eggs were broken. So, the market woman is left with (10 - 8) = 2 eggs.
Next, it says that she sells the remaining eggs at the rate of 4 eggs for N24. This means the selling price per egg is N24/4 = N6.
It is mentioned that she makes a profit of N12. Profit is calculated by subtracting the cost price from the selling price. In this case, the profit is N6 (selling price) - N6 (cost price) = N0 per egg.
Since she made a profit, it means the cost price mentioned earlier might not be correct. We can calculate the correct cost price by adding the profit to the selling price.
The new selling price is N6 (cost price) + N12 (profit) = N18.
So, to find the correct cost price per egg, we divide the new selling price by the number of eggs she had, which is N18/2 = N9.
Now that we have the correct cost price per egg, we can calculate the total cost of the eggs she bought. Since the cost price per egg is N9 and she bought x number of eggs, the total cost would be N9 * x = N60.
To find the value of x (the number of eggs she bought), we can solve the equation N9 * x = N60.
Dividing both sides of the equation by N9, we get x = N60/N9.
Calculating this, we get x ≈ 6.67.
Since the number of eggs must be a whole number, we round up to the nearest whole number. Therefore, the market woman bought approximately 7 eggs.