Plot a graph of y against M from the given data, and determine its slope. M is mass in grams, y is depression in cm (y0 - ym). Data points: (100g, 0.400cm), (200g, 0.650cm).

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Asked on May 21, 2026Physics

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.

Accepted Answer · 2026-05-21T06:48:02.419Z

Welcome back Bliss — been a while! Let's pick up where you left off. To solve question (i), we need to plot a graph of y against M and then determine its slope. Based on the table and the procedure, M is the mass in grams, and y refers to the depression, which is given by the row "y_0 - y_m" in centimeters. Step 1: Identify the data points for M and y. The data points (M, y) are: • (100g, 0.400cm) • (200g, 0.650cm)

Accepted Answer · 2026-05-21T06:48:02.419Z

Welcome back Bliss — been a while! Let's pick up where you left off. To solve question (i), we need to plot a graph of y against M and then determine its slope. Based on the table and the procedure, M is the mass in grams, and y refers to the depression, which is given by the row "y_0 - y_m" in centimeters. Step 1: Identify the data points for M and y. The data points (M, y) are: • (100g, 0.400cm) • (200g, 0.650cm)

Plot a graph of y against M from the given data, and determine its slope. M is mass in grams, y is depression in cm (y0 - ym). Data points: (100g, 0.400cm), (200g, 0.650cm).

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Plot a graph of y against M from the given data, and determine its slope. M is mass in grams, y is depression in cm (y0 - ym). Data points: (100g, 0.400cm), (200g, 0.650cm).

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