Respuesta :
The height of the described cylinder is 0.85 cm
- The density of a substance can be regarded as the ratio of mass and the unit volume.
- Volume can be regarded as amount of three-dimensional space that is been enclosed by a surface .
- For example, the space that a substance can be solid, liquid, gas, or plasma, or any space-occupying shape.
- Mass= 98g
- Density= 8.9g/cm^3
- Density= (mass/volume)
Substitute the values
- 8.94= 98/ volume
- Volume= [tex]\frac{98}{8.94}[/tex]
- Volume= 10.97[tex]cm^{3}[/tex]
- Volume of a cylinder can be found with (V = π r 2 h.)
- h= height of cylinder ?
- radius= 2cm
Substitute the values
- 10.97= π × [tex]2^{2}[/tex] × h
- h= 10.97/12.57
- h= 0.85 cm
Therefore, height of the described cylinder is 0.85 cm
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