The cost ( c ) of a ride of ( m ) miles can be represented by the equation ( c = a + b \cdot m ), where ( a ) is the base fare and ( b ) is the cost per mile. For example, if the base fare is $3 and the cost per mile is $2, the equation would be ( c = 3 + 2m ). This equation calculates the total cost based on the distance traveled.
Cost = Fixed + (variable x units)
It will cost (36.364) times (cost of one gallon of gas).
The cost of 94.7 gallons, approximately.
If you rent a car for one day and drive it for hundred miles, the cost is forty dollars. If you drive it two hundred twenty miles, the cost is forty six dollars. how much you will pay to rent the car for one day if you drive it three hundred miles.
Total cost 96.67
Original answer: Break-even = fixed cost/ (price - variable cost)Additional: This equation gives the answer as the number of units of the product.
its the cost of the equation its a bear
The equation used to determine total cost is as follows: Total Cost = Fixed Cost + (Average Variable Cost) x Output. The equation to find total cost of a number ("q') of units is: C(q)= 100 + 2q.
To determine the cost of renting the car for 0 miles, we can establish a linear function based on the provided data points. The cost for 100 miles is $40.00 and for 220 miles is $46.00. The slope of the line can be calculated as ((46 - 40) / (220 - 100) = 0.03), indicating a cost of $0.03 per mile. Using the equation (C = 40 - 0.03(100)), we find that the cost for 0 miles (the y-intercept) is $37.00. Thus, you would pay $37.00 to rent the car for 0 miles.
You need to divide the number of miles by the miles-per-gallon - that will give you the number of gallons you need. Then you can multiply that by the number of gallons.Note that the real cost of driving a car is more than just the cost of gasoline.
A 2-mile cab ride costs 4.25 A 7-mile cab ride costs 8.50 Which equation models the cost y of a cab ride thar is x miles?Read more: A_2-mile_cab_ride_costs_4.25_A_7-mile_cab_ride_costs_8.50_Which_equation_models_the_cost_y_of_a_cab_ride_thar_is_x_miles
Answer: $ 65.45 Here is why: 800 miles X 1 gallon/22 miles gives us 36.36 gallons of gas used for the trip Now multiply that by 1.80 dollars/gallon and we have 65.45 dollars
Cost = $ 25.00 + (Miles driven * $ 0.35) So there is your answer!
Cost = Fixed + (variable x units)
Profit-Cost=Income
The equation for net benefit is: Net Benefit = Total Benefit - Total Cost
Lost-Cost percentage= Total labor Cost/Total Sales Rev