Respuesta :
C(r) = $30 + $3r calculates the cost of r rides; 10 rides cost $60.
It defines a cost function.
The cost function determines the lowest cost of producing a given amount of output for some fixed factor prices. The cost function provides a description of a corporation's economic potential.
The term "cost function" refers to the functional connection between cost and output. It investigates the cost behavior at various output levels while assuming steady technological advancement. One way to put it is as follows: C= f(Q) (Q) (Where C signifies the manufacturing cost and Q the output quantity) (Where C denotes the manufacturing cost and Q the output quantity.)
In the event that Nathaniel takes ten rides, how much money will he have to spend overall? How much would he be required to pay for rr rides?
First, we determine how much he must pay for the rr rides:
We can see that the entrance fee is $30 plus $3 for each game. The cost function is then: if he rides r times.
C(r) = $30 + $3r
Now, if he visits 10 rides, we must evaluate the aforementioned linear function at r = 10, which will result in:
C(10) = $30 + $3X10 = $60
For $60, you can take ten rides.
Learn more about cost function: https://brainly.com/question/28394132
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