glucose is C6H12O6 a certain ammount of glucose contains 1.26 x10^21 oxygen atoms, what is the mass of glucose?
use avagadros number
@Kystal ihave worked out solution but i don't understand something please help.
@Australopithecus i did
Can you post it form e so I dont have to look it up
this is someone's working..
nevermind I got it 6.02*10^23
number moles O2 = No/NA= 1.26 x10^21/ 6.02 x10^23 = 0.002093mol number moles glucose: No x 1/6... my problem is that i don't understand where 1/6 came from
6.02*10^23atoms in 1 mole so we just use unit conversion \[\frac{1mol}{6.02*10^{23}atoms}* 1.26 x10^{21}atoms\]
the atoms unit cancels out and you are left with moles
yes but thats not what the questions if asking.. @Kystal
please help
k~ i'll give it a try :)
what the question is asking *
Just use the formula \[Mole = \frac{Grams}{Molecular Mass}\]
what was the amount of moles you got?
@Australopithecus i got 0.002093mol of O2 but we are looking for MM of glucose
number of moles = number of oxygen atoms/ 6.022 x 10^23
Use gravimeter formula
for one mol of glucose u get 6 moles of Oxigen so n(gluose) = 1/6 n(O)
@Kystal you got that from the formula C6H12O6?
then once u get number of moles.. u use n=m/M
yea~ from the formula~ C6H12O6 the 6 in the formula means there are 6 moles of C and O in the compound~
m(glucose)= 0.063g
\[0.00209mol \frac{180.15g/mol}{(15.9994g/mol)6}\] this will give you the moles of glucose to find the molecular mass just add up the grams per mole you find in the periodic table C has a molecular mass of 12.01g/mol O has a molecular mass of 15.9994g/mol H has a molecular mass of 1.00794g/mol add them up (12.01)6 + 12(1.00794) + (15.9994)6 = 180.15g/mol Then sub them into the formula
@Kystal you are awesome! thank you! i was wondering where the 1/6 came from lool
lol~ you're welcome :D
so ig i had SO4 then for 1 mole of SO4 i have 4 moles Oxygen? @Kystal
krystal so smart
yeap :D
krystal can u be my wife? :P
I'm getting 0.703g as the answer
wait nvm 0.706g
using gravimetric factor, assuming we have the moles of 6 oxygen atoms then, I do not see how my assumption could be wrong
spell check always respells gravimetric factor blah
Gravimeteric formula is usually pretty solid and makes sense I'm not sure I follow your solution Kystal
wait nevermind I see but it still doesn't explain the loss in compound in your solution did you do a lot of rounding?
jz listen to krystal method its right
SNSDYoona my method is just as valid
As I'm calculating the ratio of mass between 6O atoms and glucose
but ur method is too complicated.. Krystal method is a simpler way and easier to understand + efficient as it just applies the basics of chemistry
the m(glucose) can be found in 2 ways since we already know that n(O)=2.09x10^-3 then n(C)=n(H) =2.09x10^-3 n(H)=2n(O) =4.18x10^-3 method one (calculating separately): m(glucose)=nM = (2.09x10^-3)(12.01) + (4.18x10^-3)(1.008)+(2.09x10^-3)(16) = 0.0628g method two (calculating all at once): n(glucose)=1/6n(O) =nM =3.48x10^-4 (6x12.01+ 12x1.008 + 6x16) =0.0628g
@SNSDYoona Graviametric factor is anything but complicated I made a mistake in my calculation \[(0.00209mol*15.9994g/mol)\frac{180.15g/mol}{15.9994g/mol)6} = 0.06275g\]
Join our real-time social learning platform and learn together with your friends!