To calculate the distance and displacement in this scenario, we can break it down as follows: 1. **Distance**: Distance is the total length of the path taken regardless of direction. - The initial movement is 45 km to the east. - The second movement is 90 m to the west. - To convert 45 km to meters (since 1 km = 1000 m), we have: \[ 45 \text{ km} = 45,000 \text{ m} \] - The total distance traveled is: \[

To find the total displacement, we can simply consider the straight line in which the movements occurred, as displacement is the shortest distance from the initial position to the final position, along with the direction. In this case: 1. The first movement is 15 meters east. 2. The second movement is another 25 meters east. To compute the total displacement: - The initial position after the first movement is 15 meters east. - After the second

To find the total distance traveled, you simply add the two segments of the journey together. 1. The first segment is 15 meters east. 2. The second segment is 25 meters east. Total distance = 15m + 25m = 40m. So, the total distance traveled is 40 meters east.

To find the total distance traveled, you simply add the two distances together: 1. 25 meters north 2. 30 meters south Total distance = 25 m + 30 m = 55 m However, if you're asking about the net displacement (how far you are from the starting point), you would subtract the distance going north from the distance going south: Net displacement = 30 m (south) - 25 m (north) = 5 m south So, the total distance traveled is 55 meters, and the net

The amount of fuel required for a flight is considered a scalar quantity. Scalars are quantities that have magnitude but no direction. In this case, the amount of fuel (measured in liters, gallons, kilograms, etc.) only has a size or value and does not have a directional component associated with it.

Displacement is a vector quantity. It describes the change in position of an object and has both magnitude and direction. In the context of flight, displacement would indicate how far and in which direction a flight has moved from its starting point to its destination. Scalars, on the other hand, only have magnitude and do not include direction. An example of a scalar may be the total distance traveled during the flight.

The duration of a flight is considered a scalar quantity. Scalars are quantities that are described by a single value, which includes magnitude but no direction. In the case of flight duration, it simply represents the amount of time taken for the flight, measured in hours, minutes, etc., without any directional component. Vectors, on the other hand, involve both magnitude and direction, which is not applicable when discussing duration.

The number of passengers on a plane is a scalar quantity. Scalars are quantities that have only magnitude and no direction. In this case, the number of passengers can simply be expressed as a single number (e.g., 150 passengers) without any directional component.

The quantity described in your question—60 m/s² acceleration towards the east—is a vector. Vectors have both magnitude and direction, while scalars have only magnitude. In this case, the magnitude is 60 m/s², and the direction is "towards the east," indicating that it is indeed a vector quantity.

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