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. the car moves at 50mph.
We can start with the equation:
distance = rate x time
We know that the car moves at a rate of 50 mph, and it drove for 8 hours. So, we can plug in those values:
distance = 50 x 8
distance = 400 miles
To predict how far the car would travel if it drove for 10 hours instead of 8, we can plug in the new time value:
distance = 50 x 10
distance = 500 miles
Therefore, if the car drove for 10 hours instead of 8, it would travel 500 miles.
similarly 5/4 * 400 = 500
To calculate the distance traveled by the car, we can use the equation:
Distance = Speed × Time
Given that the car moves at a speed of 50 miles per hour (mph) and the initial time is 8 hours, we can substitute these values into the equation to find the initial distance:
Distance = 50 mph × 8 hours
Distance = 400 miles
If we want to predict the distance traveled if the car drove for 10 hours instead of 8, we can substitute the new time value into the equation:
Distance = 50 mph × 10 hours
Distance = 500 miles
Therefore, if the car drove for 10 hours at a constant speed of 50 mph, it would travel 500 miles.
To predict how far the car would travel if it drove for 10 hours instead of 8 hours, you can use the formula:
Distance = Speed × Time
Given that the speed of the car is 50 mph and the time is 8 hours, we can substitute these values into the formula to find the distance:
Distance = 50 mph × 8 hours
Distance = 400 miles
Now, to predict the distance when the time is 10 hours, we can substitute the new time value into the formula:
Distance = 50 mph × 10 hours
Distance = 500 miles
Therefore, the car would travel 500 miles if it drove for 10 hours instead of 8 hours.