On a package of candy coated chocolates it states the box contains 147 grams. In reality the mass can vary between 145 and 150g. You may find between 63-69 candies in any given box. Which variable representes the domain and range and state them as lists of values.
I'd say the the number of candies depends on the total weight of all the candies placed in the box. Once the target weight is achieved, the box is considered full.
In this case, we have two variables:
1. The mass of the candy coated chocolates:
- Domain: [145, 150] (values can vary between 145g and 150g)
- Range: Not applicable (since the mass is not dependent on any other variable)
2. The number of candies in the box:
- Domain: [63, 69] (values can vary between 63 and 69 candies)
- Range: Not applicable (since the number of candies is not dependent on any other variable)
So, the domain and range for each variable can be represented as follows:
Mass:
Domain: [145, 150]
Range: Not applicable
Number of candies:
Domain: [63, 69]
Range: Not applicable
In this case, the variable that represents the domain is the mass of the candies in grams, as it can vary between 145g and 150g. The variable that represents the range is the number of candies in a box, which can range between 63 and 69.
Domain (mass of candies in grams): [145, 146, 147, 148, 149, 150]
Range (number of candies in a box): [63, 64, 65, 66, 67, 68, 69]
These lists represent the possible values for the mass and number of candies within the given range.