This physics problem tests your understanding of fundamental physical laws and their applications. The step-by-step solution below breaks down the problem using relevant equations and physical reasoning.

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Here's a breakdown of how to perform the experiment described in the question:
a) Steps 1-3: Setup Step 1: Use the vernier calipers to measure the width (w) of the glass block. Take several readings at different points and calculate the average width. Step 2: Secure a plane sheet of paper onto a wooden board using thumb tacks. Step 3: Place the cuboidal glass block near the center of the paper. Using a pencil, carefully trace its outline, labeling the vertices A, B, C, D.
b) Steps 4-6: Incident Ray Preparation Step 4: Remove the glass block. Along the line DC, measure 3.0 cm from point D and mark this point as P. Step 5: At point P, use a protractor to draw a line normal (perpendicular) to DC. Extend this normal line until it meets the line AB at point R. Step 6: Draw an incident ray (a straight line) from a point to the left of P, such that it meets the interface DC exactly at point P. This line represents the path of light entering the block.
c) Step 7: Tracing the Refracted Ray Step 7: Replace the glass block precisely on its outline. • Insert two optical pins, P₁ and P₂, vertically along the incident ray drawn in Step 6. Ensure P₂ is placed exactly at point P. The pins should be perpendicular to the plane of the paper. • Looking through the glass block from face AB, observe the images of pins P₁ and P₂. Insert a third optical pin, P₃, along the line AB such that P₁, P₂, and P₃ appear to be in a straight line when viewed through the glass block. This pin marks a point on the emergent ray.
d) Steps 8-9: Measurements Step 8: Carefully remove the glass block and all pins. Draw a straight line connecting P₂ and P₃. This line represents the refracted ray inside the glass block. Mark the point Q where this refracted ray meets the face AB. Step 9: • Using a protractor, measure the angle of incidence, θ. This is the angle between the incident ray (from Step 6) and the normal (from Step 5) at point P. • Using a ruler, measure the length QP. This is the length h of the refracted ray inside the glass block.
e) Step 10: Data Collection Step 10: Replace the glass block on its outline. To obtain different values of θ, change the position of pin P₁ (and thus the incident ray). Repeat steps 6 through 9 for at least five to six different angles of incidence. Record your measured values of θ and h in a table of values. Your table should include columns for θ, sin θ, h, and 1/h.
f) Step 11: Graph Plotting Step 11: Calculate the values of sin θ and 1/h for all the data points recorded in your table. Plot a graph with sin θ on the vertical axis and 1/h on the horizontal axis. Draw the best-fit line through your plotted points.
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Here's a breakdown of how to perform the experiment described in the question: a)* Steps 1-3: Setup Step 1: Use the vernier calipers to measure the width (w) of the glass block.
This physics problem tests your understanding of fundamental physical laws and their applications. The step-by-step solution below breaks down the problem using relevant equations and physical reasoning.