From point A in the direction of point B, the distance between which is 200 km, at 10 o'clock in the morning, a cyclist set off, and after some time from point B, a car set off towards him. Having reached point A, the car driver stopped for 1 hour, and then drove back at the same speed. In the figure, the cyclist's movement graph is denoted by the number 1, the car's movement graph is denoted by the number 2 and is shown only on the way from B to A. The horizontal axis shows time, and the vertical axis shows the distance to point A.

Analysis of the graph:

The graph shows the distance from point A over time for two objects.

Graph 1 (Cyclist):

• The cyclist starts at point A (distance = 0 km) at time 0.
• The cyclist moves away from A, so the distance increases.
• The graph is not fully visible, but it shows segments where the distance increases and segments where it remains constant (stops).

Graph 2 (Car):

• The car starts from point B (distance = 200 km from A) at some time after 10:00. The graph starts at time 10 on the horizontal axis.
• The car moves towards point A, so its distance from A decreases.
• The car reaches point A at approximately time 15.
• The car stops at point A for 1 hour (from time 15 to time 16, where the distance remains 0).
• After the stop, the car moves away from A (presumably back towards B, though the graph cuts off). The distance increases again.

Key points from the text and graph:

• Total distance between A and B is 200 km.
• The cyclist starts at 10:00 from A.
• The car starts from B towards A at some time after the cyclist starts.
• The car stops at A for 1 hour.
• The car returns from A at the same speed.

Without specific questions about the graph, a detailed step-by-step analysis of each segment can be provided, including calculating speeds and times for different parts of the journey.