I will post the questions in the attachments
@Michele_laino
hint: here the ratio moles of nitrogen over moles of ammonia is \(1:2\), the same goes for volume at STP conditions
@Rushwr can you see if you can help
What do u think the answer is ?
I think that the answer is C because it seems to make sence
Yeah that's right :)
The molar ratio = the volume ratio
@michele_laino do you agree with me
yes! you are correct! It is option C, namely \(V=22.4\) liters
I think that this one is A
first step: how many moles of glucose we have?
950 grams?
that is the starting mass of glucose, so the moles of glucose are: \[n = \frac{{950}}{{180}} = ...?\] \(180\) being the molecular weight of glucose
ok I am following you so far
please what is \(950/180=...?\)
5.27
that is what you get when you divide those two numbers
correct! we have \(5.278\) moles of glucose. Now, looking at your chemical reaction, we have \(6\) moles of consumed oxygen for every one mole of glucose, so your reaction happens, if the moles of oxygen are: \[{n_1} = 5.278 \cdot 6 = ...?\]
that would equal 31.668
correct!
no what do we do
finally, being \(16\) grams the weigh of one mole of oxygen, then the requested quantity of oxygen which has to be consumed is: \[m = 31.668 \cdot 16 = ...?\]
weight*
that would equal 506.668
please wait, we have to consider the molecular weight of the molecular oxygen, so the correct quantity of oxygen is: \[m = 31.668 \cdot 32 = ...?\] since the molecular weight of molecular oxygen is \(16 \cdot 2=32\)
do you want the answer to that?
what is \(31.668 \cdot 32=...?\)
1013.376
so, what is the right option?
C
correct!
can you help me with three more
ok! Please close this question and open a new one
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