Hello,I need help answering Q2 and Q3.Thank you! **Figure 3: Ray Tracing Diagram Description**This diagram illustrates the process of ray tracing for a converging lens, where the object distance (\( d_o \)) is greater than the focal length (\( f \)). The setup shows an object on the left side of the lens.**Instructions:**- Insert the three principal rays for a converging lens on the diagram. The line segment can be manipulated to form these rays.- Use different colors for each ray and label them accordingly.**Key Points:**- The lens is thin, so all refraction occurs at the vertical center line.- Principal rays help determine the image location and characteristics.- Only three principal rays are needed for image location.**Q2: Image Analysis**1. Insert a line with an arrowhead on the diagram to represent the image. 2. Determine the nature of the image: - Real or virtual? (Highlight one) - Upright or inverted? (Highlight one) - Magnified or reduced? (Highlight one)**Measurements:**- Focal Length (\( f \)): 7.5 cm- Object Distance (\( d_o \)): 11.5 cm- Object Height (\( h_o \)): 3 cm- Image Distance (\( d_i \)) Measurement: 7.5 cm- Image Height (\( h_i \)) Measurement: 2 cm**Equations:**- Equation 1: \(\frac{1}{d_o} + \frac{1}{d_i} = \frac{1}{f}\)- Equation 2: \(M = \frac{h_i}{h_o} = -\frac{d_i}{d_o}\)**Task:**- Calculate \( d_i \) and Magnification (M). Use the given equations, and insert your solution.- Check if calculated and measured values align, and resolve any discrepancies.**Q3: Analysis**- Compare calculated and measured values of \( d_i \) and M.- Discuss any discrepancies and make necessary adjustments.

In this question we are given with a thin lens ray diagram and we have to answer some questions related to it. Solution: 1.The ray-diagram will be as follows: 2.Thus from our ray-diagram, we conclude that: The image is : →real →inverted →magnified