A bakery earns a profit of birr 25 for every 3 pies it sells . how manypies must the bakery sell in order to make a profit of birr 500 ?

x/500 = 3/25

Well, let's do some pie math here.

If the bakery earns a profit of birr 25 for every 3 pies it sells, we can calculate the profit per pie by dividing birr 25 by 3. So, each pie brings in a profit of approximately birr 8.33 (rounded to two decimal places).

To make a profit of birr 500, we divide birr 500 by birr 8.33, which gives us approximately 60 pies (rounded to the nearest whole number).

So, the bakery must sell around 60 pies to make a profit of birr 500. That's a lot of pie! Time to get baking!

To solve this problem, we need to determine the number of pies the bakery needs to sell in order to make a profit of birr 500.

First, let's analyze the profit earned per pie. The bakery earns birr 25 profit for every 3 pies sold. This means that for every 1 pie sold, the bakery earns birr 25/3 profit.

Next, we can calculate the number of pies the bakery needs to sell to make a birr 500 profit. We can set up an equation:

Profit per pie × Number of pies = Total profit

(birr 25/3) × Number of pies = birr 500

To solve for the number of pies, we can multiply both sides of the equation by 3/25:

Number of pies = (3/25) × birr 500

Number of pies = 60

Therefore, the bakery needs to sell 60 pies in order to make a profit of birr 500.