A state park charges an entrance fee plus $15 for each night of camping. The table shows this relationship. Which algebraic expression describes the total cost for camping n nights?
The algebraic expression that describes the total cost for camping n nights is:
Total cost = (entrance fee) + (15 * n)
The algebraic expression that describes the total cost for camping n nights is:
Total Cost = Entrance fee + (Nightly fee * Number of nights)
or
Total Cost = (Entrance fee) + (15 * n)
To find the algebraic expression that describes the total cost for camping n nights, we need to examine the relationship between the entrance fee and the cost per night.
Given that the state park charges an entrance fee plus $15 for each night of camping, we can represent the entrance fee as a constant value.
Let's assume that the entrance fee is represented by the variable "e."
So, the total cost for camping n nights can be calculated by adding the entrance fee to the cost for each night.
The cost for each night is $15, which can be represented by the expression 15n.
Hence, the algebraic expression that describes the total cost for camping n nights is:
e + 15n