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the center of mass is located a distance x from the less-dense end. Explain how Blake can determine the location of the center of mass

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onyebuchinnaji

Blake can determine the center mass by dividing the product of less dense and its position by the sum of the two end densities.

What is center mass?

The center mass of an object is the point on the object where the weighted relative position of the distributed mass sums to zero.

Blake can determine the location of the center mass as follows;

  • Let the end position of the high dense = 0
  • Let the density of the "high dense end" = ρ₁
  • Let the density of the "less dense end" = ρ₂

[tex]C_{xm }= \frac{\rho_1 (0) + \rho(x)}{\rho_1 + \rho_2} \\\\C_{xm }= \frac{\rho(x)}{\rho_1 + \rho_2}[/tex]

Thus, Blake can determine the center mass by dividing the product of less dense and its position by the sum of the two end densities.

Learn more about center mass here: https://brainly.com/question/13499822

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