1. Answer the following questions.

Apuntes

To find the distance that the car travels, we need to analyze the velocity-time graph (Fig. 1-1) mentioned in the question. Since the graph is not provided, I will guide you through the general approach to solve this type of problem. 1. **Understanding the Graph**: The area under the velocity-time graph represents the distance traveled by the car. 2. **Calculating the Area**: Depending on the shape of the graph (e.g., triangular, rectangular, trapezoidal), you can calculate the area using the appropriate formulas: - For a rectangle: Area = base × height - For a triangle: Area = 0.5 × base × height - For a trapezoid: Area = 0.5 × (base1 + base2) × height 3. **Summing Areas**: If the graph consists of multiple shapes, calculate the area for each shape and sum them to find the total distance traveled. 4. **Final Calculation**: Once you have the total area, that will give you the distance traveled by the car. Without the actual graph, I cannot provide a specific answer. However, if you have the graph and can describe it, I can help you calculate the distance based on that information. Based on the options provided, you would select the answer that corresponds to the ca...