Your family decides to take a long road trip for the summer. You will be riding in the car while it moves at a fairly constant rate for eight hours to reach your destination.
Use the table, graph, or equation to predict how far the car would travel if it drove for 10 hours instead of 8.
To predict how far the car would travel if it drove for 10 hours instead of 8, we first need to know how fast the car is traveling. Let's assume it is traveling at a constant speed of 60 miles per hour (mph).
We can use the equation:
distance = rate x time
To find the distance the car travels in 8 hours:
distance = 60 mph x 8 hours = 480 miles
To find the distance the car would travel in 10 hours:
distance = 60 mph x 10 hours = 600 miles
Therefore, if the car drove for 10 hours instead of 8, it would travel 600 miles.
(10/8) * original distance
by the way 10/8 is 5/4
so you can just add 1/4 of the original distance
480/4 = 120
480 + 120 = 600 :)
To predict how far the car would travel if it drove for 10 hours instead of 8, we need to determine the average speed of the car. Once we have the average speed, we can multiply it by the duration of the trip to calculate the distance.
If we assume that the car is traveling at a fairly constant rate, we can use the equation:
Distance = Speed x Time
Given that the car traveled for 8 hours, we need to find the speed. We can do this by dividing the distance traveled by the time:
Speed = Distance / Time
Now, let's assume that the car traveled 400 miles in 8 hours. We can use this information to calculate the speed:
Speed = 400 miles / 8 hours = 50 miles per hour
Now that we know the speed, we can use it to predict the distance traveled in 10 hours:
Distance = Speed x Time = 50 miles per hour x 10 hours = 500 miles
Therefore, if the car drove for 10 hours instead of 8, it would travel a distance of 500 miles.