A green copper block is placed on top of a 0.66 kg yellow wood block (?wood = 660 kg/m3) floating in water (?water = 1000 kg/m3) as shown below. Determine the mass of the copper block if the top of the wood is exactly at the water's surface.     mcop =

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Chapter1: Units, Trigonometry. And Vectors
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A green copper block is placed on top of a 0.66 kg yellow wood block (?wood = 660 kg/m3) floating in water (?water = 1000 kg/m3) as shown below. Determine the mass of the copper block if the top of the wood is exactly at the water's surface.

    mcop

=

 

The image depicts two colored blocks floating in water. 

**Description:**

- The container is filled partially with blue water, illustrating buoyancy.
- **Yellow Block:** This larger block is submerged halfway in the water. It is labeled "Block floating in water," indicating it is buoyant enough to float.
- **Green Block:** This smaller block rests on top of the yellow block, entirely above the waterline, showing that it relies on the yellow block for support.

The diagram effectively demonstrates how objects float due to buoyancy and displacement principles.
Transcribed Image Text:The image depicts two colored blocks floating in water. **Description:** - The container is filled partially with blue water, illustrating buoyancy. - **Yellow Block:** This larger block is submerged halfway in the water. It is labeled "Block floating in water," indicating it is buoyant enough to float. - **Green Block:** This smaller block rests on top of the yellow block, entirely above the waterline, showing that it relies on the yellow block for support. The diagram effectively demonstrates how objects float due to buoyancy and displacement principles.
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