Sandra R.

asked • 03/22/20

A helium balloon, which originally contained 0.40 moles of helium, lost 10.

A helium balloon, which originally contained 0.40 moles of helium, lost 10. percent of its volume. Assume that the temperature and pressure stay constant. How many grams of helium escaped from the balloon?


1 Expert Answer

By:

Sandra R.

this is the answer I was given after putting in the incorrect one. Avogadro's Law states that the volume of a confined gas is proportional to the number of moles of gas at constant temperature and pressure. Therefore, if the volume drops by 10. percent, the number of moles will drop by 10. percent. Multiply the number of moles by 0.10 to find the moles that escaped the balloon. 0.40moles×0.10=0.040moles Now convert 0.040moles to grams of helium by multiplying by the molecular weight of helium, 4.00grams/mole. 0.040moles×4.00grams/mole=0.16grams
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03/23/20

A P.

tutor
So, yes and no. This answer makes sense if it drops TO 10%, not BY 10%. I usually despise blaming the question, but in this case, it is worded poorly. Apart from that, the method is the same. The one thing I did not do is convert from moles to grams. Let me know if that makes sense. Steps are shown below. P1V1/P2V2=n1RT1/n2RT2. T1=T2, P1=P2, so we can get rid of those along with R since that is constant. V1/V2=n1/n2. n1=0.40 mol, and V2=0.1V1 (loss TO 10%). Let's sub this in. V1/0.1V1=0.40mol/n2. Simplify to 1/0.1=0.4/n2. Solve for n2 = 0.040 mol.
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03/23/20

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