Let me first review the image you uploaded to understand the details related to the LRC circuit so I can help with your calculations. PIL import Image

Load and display the image to understand the content

img_path = '/mnt/data/173928523118580076tp6.jpg' img = Image.open(img_path) img.show()I have reviewed the image. It shows a single-phase inductive-resistive-capacitive (LRC) series circuit connected to a 240V, 50Hz supply. The problem involves calculating various parameters like impedance, power, and the values of resistance and inductance.

Let's start with the required calculations:

1. Impedance (Z): To calculate the impedance of the LRC load, we need to use the following formula:

   $Z = \frac{V}{I_{\text{supply}}}$

   where $V$ is the supply voltage, and $I_{\text{supply}}$ is the supply current.

2. Apparent Power (S): The apparent power is calculated using:

   $S = V \times I_{\text{supply}}$

3. Real Power (P): The real power can be calculated from the apparent power and the power factor:

   $P = S \times \text{Power Factor}$

4. Reactive Power (Q): Reactive power can be calculated using:

   $Q = S \times \sin(\theta)$

   where $\theta$ is the phase angle, which is related to the power factor by:

   $\cos(\theta) = \text{Power Factor}$

5. Resistance (R): From the power factor and the impedance, we can calculate the resistance.

To proceed, I would need to gather values like the current $I_{\text{supply}}$, power factor, and others from the provided data or the excel spread sheet mentioned in the document. If you have this data available, please share it, and I can guide you step by step with the calculations.