Divide the text into three separate sections. Ann s father has consumed 25% of the vanilla cake. Her mother is fond

Schuka

4

Let"s solve this problem step by step.

First, let"s determine the total amount of each type of cake that was consumed. We know that Ann"s father consumed 25% of the vanilla cake, her mother consumed 12.5% of the chocolate cake, and her sister consumed 16.67% of the strawberry cake.

To find the total amount of cake consumed by Ann"s father, we can multiply his consumption percentage by the total amount of vanilla cake. Since his consumption is 25% of the vanilla cake, we can calculate it as follows:

\[ \text{Amount of cake consumed by Ann"s father} = \text{Total amount of vanilla cake} \times \frac{25}{100} \]

Next, let"s calculate the total amount of cake consumed by Ann"s mother. Her consumption is 12.5% of the chocolate cake, so we can calculate it as:

\[ \text{Amount of cake consumed by Ann"s mother} = \text{Total amount of chocolate cake} \times \frac{12.5}{100} \]

Similarly, we can calculate the amount of cake consumed by Ann"s sister. Her consumption is 16.67% of the strawberry cake, so the calculation would be:

\[ \text{Amount of cake consumed by Ann"s sister} = \text{Total amount of strawberry cake} \times \frac{16.67}{100} \]

Now, let"s move on to Ann"s brother. He consumed 25% of the chocolate cake and 16.67% of the strawberry cake. We need to calculate the total amount of each cake that he consumed. Using the same logic as before, we get:

\[ \text{Amount of chocolate cake consumed by Ann"s brother} = \text{Total amount of chocolate cake} \times \frac{25}{100} \]
\[ \text{Amount of strawberry cake consumed by Ann"s brother} = \text{Total amount of strawberry cake} \times \frac{16.67}{100} \]

Next, we can calculate the total amount of cake consumed by Ann"s grandfather and Ann"s grandmother. They each consumed 25% of the vanilla cake and 12.5% of the chocolate cake, respectively. The calculations would be:

\[ \text{Amount of cake consumed by Ann"s grandfather} = \text{Total amount of vanilla cake} \times \frac{25}{100} \]
\[ \text{Amount of cake consumed by Ann"s grandmother} = \text{Total amount of chocolate cake} \times \frac{12.5}{100} \]

Finally, let"s calculate the amount of cake consumed by Ann"s uncle. He consumed 12.5% of the chocolate cake and 16.67% of the strawberry cake. The calculations would be:

\[ \text{Amount of chocolate cake consumed by Ann"s uncle} = \text{Total amount of chocolate cake} \times \frac{12.5}{100} \]
\[ \text{Amount of strawberry cake consumed by Ann"s uncle} = \text{Total amount of strawberry cake} \times \frac{16.67}{100} \]

To find the remaining amount of each cake that Ann"s aunt consumed, we need to subtract the sum of all previous cake consumptions from the total amount of each cake.

Now that we"ve calculated each individual"s cake consumption, we can summarize the answer for each section.