How to divide cake into 12 equal parts?

Cut 6 of the cakes in half, and give each person a half. Now take the remaining cake and cut it equally into 12 pieces. If your cakes are square or rectangular, cut into 4 rows and 3 columns. If your cake is round, cut in half, each half into thirds, and each third in half again.

How do you cut a cake into 7 equal pieces?

If you want to slice a cake into 7 or 9 or n slices, divide the perimeter of the square cake into 7 or 9 or n equal lengths.

How do you cut a cake in the same size?

Step 1: Cut the cake into quarters (4 pieces) using 2 of the cuts – one horizontally down the centre of the cake and the other vertically down the centre of the cake. This will leave you with 4 pieces (or slices) of cake. Step 2: Then take all 4 pieces and arrange them in a stack that is 4 pieces high.

How do you divide a cake evenly between 3 people?

The remaining 2 people can use the “I cut, you choose” method, which will distribute the remaining cake evenly, yielding 1/3 to each person. In the end, all 3 people have 1/3 of the cake. The procedure can be generalized for any number of people.

How to cut a cake into 4 pieces?

But apart from this there are also other method of executing this task. Step 1: Cut the cake into quarters (4 pieces) using 2 of the cuts – one horizontally down the centre of the cake and the other vertically down the centre of the cake. This will leave you with 4 pieces (or slices) of cake.

How do you divide a cake in a cake cutting game?

So the first player will cut the cake into 2 equal slices and the “I cut, you choose” method produces a fair division of the cake. The procedure has to be slightly adjusted with a third person. The first person cuts a slice of the cake. The second person then can cut (diminish) the slice or pass it to the third person.

Which person takes the maximal piece of the cake?

The second person picks first and takes the maximal piece: max ( x, 1 – x ). This leaves the minimal piece for the first person, which is min ( x, 1 – x ). The first person wants to cut the cake so as to maximize his share min ( x, 1 – x ).