Relative density of copper is 8.89 . What is the density of copper in SI unit? Given that density of water = 10³ kg / m³
Answers
Answered by
60
Relative density = Density of material / Density of water
So,
Here, Relative density of copper = 8.89
= Density of copper / Density of water
= Density of copper / 10^3 kg/m^3
Therefore,
Density of copper = 8.89*10^3 kg/m^3
= 8890 kg/m^3
Hope this helps you !
So,
Here, Relative density of copper = 8.89
= Density of copper / Density of water
= Density of copper / 10^3 kg/m^3
Therefore,
Density of copper = 8.89*10^3 kg/m^3
= 8890 kg/m^3
Hope this helps you !
Answered by
45
Question :
Relative density of copper is 8.89 . What is the density of copper in SI unit? Given that density of water = 10³ kg / m³
Answer :
Relative density of copper = 8.89
Given density of water = 10³ kg/m³
Relative density of copper = Density of copper/density of water
→ Density of copper = Relative density of copper × Density of water = 8.89×10³ kg/m³ = 8890 kg/m³ .
The required density of copper = 8890 kg/m³
Relative density of copper is 8.89 . What is the density of copper in SI unit? Given that density of water = 10³ kg / m³
Answer :
Relative density of copper = 8.89
Given density of water = 10³ kg/m³
Relative density of copper = Density of copper/density of water
→ Density of copper = Relative density of copper × Density of water = 8.89×10³ kg/m³ = 8890 kg/m³ .
The required density of copper = 8890 kg/m³
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