Final answer:
There are 120 different apartment options available, determined by multiplying the number of choices for each of the four characteristics: number of bedrooms, bathrooms, floor level, and outdoor additions.
Step-by-step explanation:
The student is asking about the number of apartment options available considering the given characteristics A through D, which involve the fundamental counting principle. To calculate this, we multiply the number of options for each characteristic:
- Number of bedrooms (A): 4 options (one through four bedrooms)
- Number of bathrooms (B): 3 options (one through three bathrooms)
- Floor (C): 5 options (first through fifth floor)
- Outdoor additions (D): 2 options (balcony or no balcony)
By the fundamental counting principle, we calculate the total number of options by multiplying the options for each characteristic together:
4 (A) x 3 (B) x 5 (C) x 2 (D) = 120 total apartment options
Therefore, there are 120 different apartment configurations possible based on the provided options.
Questions:
An apartment complex offers apartments with four different options, designated by A through D.
A = number of bedrooms (one through four)
B = number of bathrooms (one through three)
C = floor (first through fifth)
D = outdoor additions (balcony or no balcony)
How many apartment options are available? Apply the Fundamental Counting Principle with two groups of items.