Question

A chocolate shop sells chocolates with a variety of different fillings.

Answer 1

Answer:

There is a $\frac{2}{21}$ chance of picking caramel-filled chocolate.

Step-by-step explanation:

To set this up, you need to make it a fraction. The denominator of the fraction is how many total chocolates you can pick from. You can figure this out by adding all of the chocolate choices together:

68 hazelnut + 8 caramel + 8 orange = 84 chocolates.

The numerator is defined by the number of caramel chocolates, in this case it is 8. That means the fraction will look like:

$\frac{8}{84}$

Now that can be simplified down. I divided the top and bottom both by 4 to get  $\frac{2}{21}$ and that is as far down as it can go. Therefore that is the probability you will get a caramel-filled chocolate.