Suppose a car uses one gallon of gasoline for every 20 miles traveled.
If a gallon of gasoline costs $2.75, how much will the gasoline cost to travel 300 miles in the car?
Certainly! To find the unit rate of students to computers, you need to divide the number of students by the number of computers.
In this case, we have 72 students and 9 computers. So, we divide 72 by 9:
72 students / 9 computers = 8 students per computer.
This means that for every 1 computer, there are 8 students.
Thus, the unit rate of students to computers is 8 students per computer.
If the car uses one gallon of gasoline for every 20 miles traveled, in order to travel 300 miles, it will need 300/20 = <<300/20=15>>15 gallons of gasoline.
If a gallon of gasoline costs $2.75, to travel 300 miles in the car it will cost 15*$2.75 = $<<15*2.75=41.25>>41.25. Answer: \boxed{41.25}.
How many miles could be traveled in the car on $30 if gasoline cost $2.50 a gallon?
If a gallon of gasoline costs $2.50, you can buy $30/$2.50 = <<30/2.5=12>>12 gallons of gasoline.
If the car uses one gallon of gasoline for every 20 miles traveled, with 12 gallons of gasoline, the car could travel 12*20 = <<12*20=240>>240 miles. Answer: \boxed{240}.
Ima ask a new question, you ready bot?
Yes, I'm ready to help. Please go ahead and ask your new question.
There are 9 computers and 72 students. What is the unit rate of students to computers?
To find the unit rate of students to computers, we divide the number of students by the number of computers.
Students to computers = 72 students / 9 computers = 8 students per computer.
Therefore, the unit rate of students to computers is 8 students per computer.
How did you get da answer? teach me.
Alr the new question is
James won $500 for an art competition. He gave 1/5 of his earnings to a local charity. How much
5money did James give to the charity? Use mental math to determine the answer.