Chemical Forums
Chemistry Forums for Students => Undergraduate General Chemistry Forum => Topic started by: nothincomin on May 20, 2010, 02:42:48 PM
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Step by step answers and explanations please!
1) How many electrons would it take to the equal the mass of a proton?
2) A helium nucleus has two protons and two neutrons. How many electrons would it take to equal the mass of a helium nucleus?
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Step by step answers and explanations please!
1) How many electrons would it take to the equal the mass of a proton?
2) A helium nucleus has two protons and two neutrons. How many electrons would it take to equal the mass of a helium nucleus?
What is the mass of an electron? Of a proton? Of a neutron? What about binding energy?
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Mass of Proton- 1.67262 X 10^-27
Mass of Electron 0.00091 X 10^-27
Mass of Proton/Mass of Electron
1.67262 X 10^-27/ 0.00091 X 10^-27= 1838.04 g
So therefore it would take 1838.04g of electrons to equal the mass of a proton. Let me know if I'm wrong.
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So therefore it would take 1838.04g of electrons to equal the mass of a proton. Let me know if I'm wrong.
OK
1838.04 g
Should be without mass unit (g)
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Step by step answers and explanations please!
1) How many electrons would it take to the equal the mass of a proton?
2) A helium nucleus has two protons and two neutrons. How many electrons would it take to equal the mass of a helium nucleus?
For the 2nd question do I multiply 4 (protons + neutrons) X mass of electrons (0.00091 X 10^-27)?
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For the 2nd question do I multiply 4 (protons + neutrons) X mass of electrons
Why multiply? What will be units of your answer if you multiply mass X mass?
If I will ask you how many apples weight the same as you would you multiply your weight with apple weight?
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So instead I would take mass of the helium nucleus/mass of an electron?
(2(1.67262 X 10^-27)) + (2(1.67493^10^-27))/ (0.00091 X10^-27)= 7357.25 electrons to equal the mass of the helium nucleus.
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Close, and in general good approach, unfortunately final result is incorrect. Mass of helium nucleus is smaller than the sum of the masses of protons and neutrons, google "mass deficit".
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Were you referring to the the mass of a neutron? It was a typo, fixed it now.
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I have explained precisely what I was referring to. Have you read my post?