The video tutorial explains how to interpret distance-time graphs by analyzing the journeys of Aras and Levites on their motorbikes. It covers how to calculate total distance traveled and speed for each segment of their journeys. The tutorial demonstrates that a steeper line on the graph indicates a faster speed and provides step-by-step calculations for converting time into hours to find speed in kilometers per hour.

What does a flat line in a distance-time graph indicate about the motion of the object?

• The object is decelerating.

• The object is accelerating.

• The object is moving at a constant speed.

• The object is stationary.

How far did Ara travel in total during her journey?

• 40 kilometers

• 20 kilometers

• 80 kilometers

• 60 kilometers

What was Ara's speed during the first segment of her journey?

• 48 km/h

• 60 km/h

• 72 km/h

• 80 km/h

How long did it take Ara to travel 20 kilometers in the third segment?

• 10 minutes

• 25 minutes

• 15 minutes

• 20 minutes

How far did Levite travel in total during his journey?

• 50 kilometers

• 90 kilometers

• 35 kilometers

• 70 kilometers

What was Levite's speed during the first segment of his journey?

• 60 km/h

• 70 km/h

• 80 km/h

• 50 km/h

How long did it take Levite to travel back 35 kilometers in the third segment?

• 20 minutes

• 10 minutes

• 40 minutes

• 30 minutes

What was Levite's speed during the third segment of his journey?

• 85 km/h

• 95 km/h

• 115 km/h

• 105 km/h

Which segment of the distance-time graph indicates a faster speed?

• A curved segment

• A steeper segment

• A horizontal segment

• A flatter segment

What was the speed difference between Ara's return journey and Levite's return journey?

• 20 km/h

• 25 km/h

• 30 km/h

• 35 km/h