Chemistry-
General
Easy
Question
Find out (A).
- Both (a) and (b)
- None of these
The correct answer is: ![C a C O subscript 3 end subscript](data:image/png;base64,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)
Related Questions to study
chemistry-
Find out (A):
Find out (A):
chemistry-General
chemistry-
Whichmethodofpurificationis representedbythe followingequation?
![](data:image/png;base64,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)
Whichmethodofpurificationis representedbythe followingequation?
![](data:image/png;base64,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)
chemistry-General
chemistry-
For reduction of FeO at the temperature corresponding to point D, which following statements is correct
For reduction of FeO at the temperature corresponding to point D, which following statements is correct
chemistry-General
chemistry-
Below point ‘A’ FeO Can
Below point ‘A’ FeO Can
chemistry-General
chemistry-
Choose the correct option of temperature at which carbon reduces FeO to iron and produces CO.
Choose the correct option of temperature at which carbon reduces FeO to iron and produces CO.
chemistry-General
chemistry-
WhenBishydrolyzed.thenwhichofthefollowing compoundisformed?
WhenBishydrolyzed.thenwhichofthefollowing compoundisformed?
chemistry-General
chemistry-
FindoutA:
FindoutA:
chemistry-General
chemistry-
FindoutprocessC:
FindoutprocessC:
chemistry-General
chemistry-
FindoutprocessB:
FindoutprocessB:
chemistry-General
chemistry-
metalisincombinedstateascarbonate;findoutprocessA:
metalisincombinedstateascarbonate;findoutprocessA:
chemistry-General
chemistry-
Layerxcontains:
Layerxcontains:
chemistry-General
chemistry-
Metal A is:
Metal A is:
chemistry-General
chemistry-
Molten metalispurifiedby:
Molten metalispurifiedby:
chemistry-General
chemistry-
Find out D:
Find out D:
chemistry-General
chemistry-
Find out B and C:
Find out B and C:
chemistry-General