Shelly’s car goes 150 miles on 5 gallons gas derricks car goes 105 miles on 3 gallons of gas. How many more miles does derricks car go per gallon than Shelly’s car
To find out how many more miles Derrick's car goes per gallon than Shelly's car, we need to calculate the mileage per gallon for each car.
Shelly's car: 150 miles / 5 gallons = <<150/5=30>>30 miles per gallon
Derrick's car: 105 miles / 3 gallons = <<105/3=35>>35 miles per gallon
Derrick's car goes (35 - 30) = <<35-30=5>>5 more miles per gallon than Shelly's car. Answer: \boxed{5}.
To find out how many more miles Derricks car goes per gallon than Shelly's car, we'll first need to calculate the miles per gallon for both cars.
For Shelly's car:
Miles per gallon = Total miles / Total gallons
Miles per gallon = 150 miles / 5 gallons
Miles per gallon = 30 miles/gallon
For Derrick's car:
Miles per gallon = Total miles / Total gallons
Miles per gallon = 105 miles / 3 gallons
Miles per gallon = 35 miles/gallon
Now we can compare the miles per gallon of both cars:
35 miles/gallon - 30 miles/gallon = 5 miles/gallon
Therefore, Derrick's car goes 5 more miles per gallon than Shelly's car.
To determine how many more miles Derrick's car goes per gallon than Shelly's car, we need to find the difference in the number of miles they travel per gallon of gas.
First, let's calculate the number of miles each car travels per gallon:
Shelly's car: 150 miles / 5 gallons = 30 miles per gallon.
Derrick's car: 105 miles / 3 gallons = 35 miles per gallon.
Now, we can determine the difference between the two:
Derrick's car goes 35 miles per gallon, while Shelly's car goes 30 miles per gallon.
To find the difference, subtract Shelly's car's mileage from Derrick's car's mileage:
35 miles per gallon - 30 miles per gallon = 5 miles per gallon.
Derrick's car goes 5 more miles per gallon than Shelly's car.