The pie chart shows the favourite snacks of students in School A and B. Each statement below is either true, false or not possible to tell from the information given. For each statement, put a tick ($\_$) in the correct column.

Statement	True	False	Not possible to tell
An equal number of students in School A and School B chose candy as their favourite snack.
$\frac{3}{4}$ of the students in School B chose chocolates and candy as their favourite snacks.

1. Evaluate the first statement regarding the number of students who chose candy.

Both pie charts show that $20\%$ of students chose candy. However, the total number of students in School A and School B is not given. Therefore, we cannot determine if the actual number of students is equal. The statement is 'Not possible to tell'.

2. Evaluate the second statement regarding the fraction of students in School B who chose chocolates and candy.

In School B, the fraction of students who chose chocolates is $\frac{1}{2}$ ($50\%$) and candy is $20\%$.
Total percentage = $50\% + 20\% = 70\%$.
The statement claims the fraction is $\frac{3}{4}$, which is equivalent to $75\%$.
Since $70\% \neq 75\%$, the statement is 'False'.