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Answer to Question #4837 in Inorganic Chemistry for MUHAMMAD SHAMIM

Question #4837
DEAr SIR,
what weight will of (COPPER 0.06 mole) in grams. And TRIETHANOLAMINE 0.12 in grams.
Thanks
SHAMIM
Expert's answer
m = nu*Mdata:image/png;base64,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Triethanolamine (TEA) - C6H15NO3

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
m(Cu)=3,84g
m(TEA)=17,88g

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Comments

Assignment Expert
04.11.11, 18:14

You are welcome. We are pleased to be helpful

MUHAMMAD SHAMIM
04.11.11, 18:06

Dear SIR,
Thanks for your help in this matter. You will also helpful in coming days.

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