2. [-14 Points] DETAILS MY NOTES ASK YOUR TEACHER Leonard is trying to get a handle on his taxi company's finances. He has one model that looks like a good description of the taxis' range as a function of their fuel costs, and another model for the number of customers the company ca nreach per squire mile of service area: R = 202 + 7 S = 23A Where R is the taxis' range in miles, C is their fuel cost in dollars, S is the number of customers the company can serve, and A is their service area in square miles. A: If the taxis can reach everywhere within a particular range of their base, what shape does this create? --Select--- B: Use the model for the taxis' range as a function of their fuel cost and the equation for the area of the shape of the service area to create a model of the taxis' service area as a function of their fuel cost. Use A for the service area and C for the fuel costs. Formatting Tip: Your variables must be capital letters. C: Combine your model for the service area as a function of the taxis' fuel costs with the model for the number of customers served as a function of the service area to obtain a model of the number of customers served as a function of the taxis' fuel costs. Use S for the number of customers served and C for the fuel costs. Formatting Tip: Your variables must be capital letters