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Das Bild zeigt 3 Kurven mit Solarertrag. Eine dunklegrüne die bei ca 750 Watt ihr Maximum hat, eine überlagerte hellegrüne Fläche, die bei 800 Watt abgeschnitten wurde und eine eingezeichnete gelbe Linie welche die potentielle maximale Summe zeigen würde, wenn die hellrüne Fläche nicht bei 800 Watt abgeschnitten ist.

Die Kurven zeigen den Energieertrag in Watt über den Zeitraum eines Tages an.

ich benötige die Summe der verschiedenen energieausbeuten und die Differenz der einzelnen untereinander.

To analyze the energy output curves in the provided graph, we need to calculate the area under each curve to determine the total energy produced by each system over the day. Here is a step-by-step plan:

1. **Identify the curves**:
    - Dark green curve: Energy output with a maximum of approximately 750 Watts.
    - Light green shaded area: Energy output capped at 800 Watts.
    - Yellow line: Potential maximum energy output without the capping.

2. **Calculate the area under each curve**:
    - The area under the curve represents the total energy produced over the day. This can be done using numerical integration methods like the trapezoidal rule if the exact data points are available.

3. **Sum of energy outputs**:
    - Dark green curve area.
    - Light green shaded area.
    - Yellow line area.

4. **Calculate the differences between the energy outputs**:
    - Difference between the dark green curve and the light green shaded area.
    - Difference between the light green shaded area and the yellow line.

Given that we don't have the exact data points, we'll need to approximate these values from the graph. If you have data points available, please provide them, or we can proceed with an estimation.

Let's start by approximating the areas based on the visual information:

### Estimation Approach

1. **Determine the time span**:
   - The x-axis represents a full day from 

Learn how to analyze solar energy output curves by calculating the total energy production under different conditions. This problem involves numerical integration techniques like the trapezoidal rule to estimate the area under curves representing energy output over time.

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