A block of uniform material is cut into two pieces, where one piece is cut to have a volume that is \(3\) times the volume of the other. How does the density of the smaller piece compare to the density of the larger piece?(a) The smaller piece has \(3\) times the density of the larger piece. , (b) The densities are equal. , (c) The relationship cannot be determined without knowing the total mass. , (d) The smaller piece has \(\dfrac{1}{3}\) the density of the larger piece. :

A block of uniform material is cut into two pieces, where one piece is cut to have a volume that is \( 3 \) times the volume of the other. How does the density of the smaller piece compare to the density of the larger piece? • Nerd Notes

AP Physics 1

8.4 Fluids and Conservation Laws

8.3 Fluids and Newton’s Laws

8.2 Pressure

8.1 Internal Structure and Density

BeginnerMCQConceptual26.5k

A block of uniform material is cut into two pieces, where one piece is cut to have a volume that is \(3\) times the volume of the other. How does the density of the smaller piece compare to the density of the larger piece?

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