A rental truck costs $40 plus $0.50 per mile.
(a) Write an equation that gives the cost of driving the truck x miles.
(b) Use theintersection-of-graphs method to determine the number of miles that the truck is driven if the rental cost is $6060.
(c) Solve part(b) numerically with a table of values.
(a) An equation that gives the cost of driving the truck x miles is y equals= (Type an expression using x as the variable. Use integers or decimals for any numbers in the expression. Do not include the $ symbol in your answer.)
(b) Choose the correct graph of the system of equations below.
From the graph, the truck is driven nothing miles when the rental cost is $6060.
(c) Complete the table below.
Cost of rental truck per mile
x (miles)20 30 40 50
y (cost)
(Simplify your answers. Type integers or decimals.)
From the table, if the rental cost is $60, then the truck is driven