## Task 3 - 180623

In a sales outlet, an item is offered in three different versions, each with a different price.

Beate buys one piece of each version of this item and pays a total of 10.50 M. If she had bought three pieces of the cheapest version, she would have saved 0.75 M.

If, on the other hand, she had bought three pieces of the most expensive version, she would have had to pay 0.75 M more.

How much does each of the three versions of this item cost?
Due to $1050 - 75 = 975$ and $975 : 3 = 325$, the cheapest version of the item costs $3.25 \mathrm{M}$.

Due to $1050 + 75 = 1125$ and $1125 : 3 = 375$, the most expensive version of the item costs $3.75 \mathrm{M}$.

Due to $1050 - 325 - 375 = 350$, the third type costs $3.50 \mathrm{M}$.