A hydrate of Na2CO3 has a mass of 4.31 g before heating. After heating, the mass of the anhydrous compound is found to be 3.22 g. Determine the formula of the hydrate and then write out the name of the hydrate.
I found the mass of the water, it's 1.09 g, but I am lost from there on.
find how many moles there are of the anhydrous compound and moles of water, separately. Compare them
So I would start with 22.989g/3.22g, and then multiple the that answer by 2, to get the moles of the Na2? Or would I multiple 22.989 by 2 and then divide?
Or does the 2 not matter?
@aaronq
i meant find the moles of \(Na_2CO_3\) and the moles of \(H_2O\), not of the individual atoms
I'm sorry, moles have always confused me a bit. How would I start with finding the moles of Na2Co3?
you need the molar mass (which is the sum of the individual molar masses of the atoms in their proportions, so like 2 times the molar mass of Na + molar mass of C + 3 times molar mass of O). use this formula: \(\sf moles=\dfrac{mass}{Molar~mass}\)
Okay so molar mass of\[Na _{2}CO _{3}\] is 105.985 g?
yes
and then of H2O it would be 18.0148
Thank you for being patient with me aha
yes, you can just use 18 g/mol and no problem! haha
So from here, where do I go ?
Divide the mass of original compound by the mass?
divide the mass of the anhydrous compound by the molar mass of Na2CO3 divide the mass of the water by it's molar mass
3.22/ 106g = .030 g 1.06/18g= .060 g
Divide by the smallest number in the ratio to get a whole number ratio , right?
good stuff! remember that this is moles not grams, \(\sf \dfrac{3.22~g}{ 106~g/mol}\) = .030 mol \(\sf \dfrac{1.06~g}{18 ~g/mol}\)= .060 mol
yeah
Oh yeah right , thanks! so from here, it's .030 mol/ .030 mol = 1 mol .060 mol/.030 mol = 2 mol
Na2CO3 * 2H2O or Sodium carbonate dioxide?
*dihydrate
haha yes i was gonna say thats wrong but you corrected yourself. good job
Awesome! This problem killed me but we finally finished it. Thanks so much for your help!!!
no problem !
Join our real-time social learning platform and learn together with your friends!