The diagrams below show the velocity vector $$ (\vec{v}) $$ and the acceleration vector $$ (\vec{a}) $$ for a car in four different situations. Which car is moving to the right and slowing down?

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To determine which car is moving to the right and slowing down, we need to analyze the relationship between the velocity vector $$ \vec{v} $$ and the acceleration vector $$ \vec{a} $$.

1. **Velocity Direction**: The velocity vector $$ \vec{v} $$ indicates the direction in which the car is moving. If $$ \vec{v} $$ points to the right, the car is moving to the right.

2. **Acceleration Direction**: The acceleration vector $$ \vec{a} $$ indicates how the velocity of the car is changing. If the acceleration vector points in the opposite direction to the velocity vector, the car is slowing down.

### Steps to Identify the Car:

- **Check the Direction of $$ \vec{v} $$**: Look for the car where the velocity vector points to the right.
- **Check the Direction of $$ \vec{a} $$**: Look for the car where the acceleration vector points to the left (opposite to the direction of $$ \vec{v} $$).

### Conclusion:
- The car that has its velocity vector pointing to the right and its acceleration vector pointing to the left is the one that is moving to the right and slowing down.

If you can provide the diagrams or describe the vectors for each car, I can help you identify the specific car that meets these criteria.
The car with the velocity vector pointing to the right and the acceleration vector pointing to the left is the one moving to the right and slowing down.

The diagrams below show the velocity vector \( (\vec{v}) \) and the acceleration vector \( (\vec{a}) \) for a car in four different situations. Which car is moving to the right and slowing down?

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