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Topic: masses of compounds containing copper and chlorine  (Read 2575 times)

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Offline darkthrone77

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masses of compounds containing copper and chlorine
« on: August 21, 2018, 05:51:58 PM »
two compounds that contain copper and chlorine have the following masses:
compound A: 32.10 g Cu and 17.90 g Cl
compound B: 23.64 g Cu and 26.37 g Cl
are the compounds the same? if not, what is the lowest whole number ratio of copper that combines with a given mass of chlorine

Any help with this would be greatly appreciated, I couldn't get any straight answers from google.

Offline Borek

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Re: masses of compounds containing copper and chlorine
« Reply #1 on: August 21, 2018, 05:56:26 PM »
And what have you tried by yourself?
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Offline darkthrone77

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Re: masses of compounds containing copper and chlorine
« Reply #2 on: August 21, 2018, 08:08:09 PM »
I tried finding the info needed to answer this question, but could not find.

Offline Arkcon

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Re: masses of compounds containing copper and chlorine
« Reply #3 on: August 21, 2018, 09:24:04 PM »
Quote
Any help with this would be greatly appreciated, I couldn't get any straight answers from google.

That's not surprising, google can't solve everything.  Pretty much the only way that would work, would be if the teacher got the problem from Google, and you fund it again.   You wouldn't learn anything that way.

Anyway ...


are the compounds the same? if not, what is the lowest whole number ratio of copper that combines with a given mass of chlorine

Do you know what a ratio is?  Ratios of masses are the same as for ratios of numbers, even if ratios of chemical masses in a computed have a special meaning.

Compound A has a mass of copper and a mass of chlorine, Compound B has less copper and more chlorine.  Can they possibly have the same ratio?
Hey, I'm not judging.  I just like to shoot straight.  I'm a man of science.

Offline Enthalpy

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Re: masses of compounds containing copper and chlorine
« Reply #4 on: August 22, 2018, 05:50:56 AM »
Pretty much the only way that would work, would be if the teacher got the problem from Google, and you found it again.
;D This must happen too!

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