Distance and Rate Calculations

The video tutorial explains how to calculate the distance traveled by Adam's plane using the formula distance equals rate times time. It walks through the problem, applies the formula, and verifies the calculations, concluding that the plane traveled 2,250 miles in six hours. The tutorial also demonstrates how to represent the solution using a double number line and checks the work for accuracy.

What formula is used to calculate the distance traveled by Adam's plane?

• Distance = Rate + Time

• Distance = Rate × Time

• Distance = Rate / Time

• Distance = Rate - Time

How is the rate of 375 miles per hour expressed in terms of units?

• 375 miles per second

• 375 miles per day

• 375 miles per minute

• 375 miles per hour

What is the total distance traveled by the plane after six hours?

• 2,250 miles

• 2,000 miles

• 3,000 miles

• 1,500 miles

What is the purpose of using a double number line in this context?

• To verify the distance traveled over time

• To calculate the speed of the plane

• To determine the time taken for the journey

• To find the rate of fuel consumption

How many miles does the plane travel in two hours?

• 1,500 miles

• 375 miles

• 750 miles

• 1,125 miles

What is the distance traveled by the plane after three hours?

• 2,250 miles

• 1,125 miles

• 750 miles

• 1,500 miles

How many miles does the plane travel in four hours?

• 750 miles

• 2,250 miles

• 1,875 miles

• 1,500 miles

What is the distance traveled by the plane after five hours?

• 750 miles

• 1,500 miles

• 1,875 miles

• 2,250 miles

What is the final distance traveled by the plane after six hours?

• 1,875 miles

• 1,500 miles

• 750 miles

• 2,250 miles

What is the benefit of having the calculations set up for different hours?

• It allows for easy adjustment of the plane's speed

• It helps in calculating fuel consumption

• It enables quick answers to follow-up questions about different travel times

• It provides a backup in case of calculation errors