If 0.65 mole of N2 occupies 18.0 L at a fixed particular temperature and pressure, how much volume would the gas occupy if the number of moles increased to 1.20?
PLEASE HELP
pV = nRT
T = constant
p = constant
R = gas constant
n1=0.65 molV1=18.0 LpV1=n1RTV1n1=RTp18.00.65=RTp27.69=RTpV2n2=RTpV2n2=27.69V21.20=27.69V2=1.20×27.69=33.23 Ln_1 = 0.65 \;mol \\ V_1 = 18.0 \;L \\ pV_1 = n_1RT \frac{V_1}{n_1} = \frac{RT}{p} \\ \frac{18.0}{0.65} = \frac{RT}{p} \\ 27.69 = \frac{RT}{p} \\ \frac{V_2}{n_2} = \frac{RT}{p} \\ \frac{V_2}{n_2} = 27.69 \\ \frac{V_2}{1.20} = 27.69 \\ V_2 = 1.20 \times 27.69 = 33.23 \;Ln1=0.65molV1=18.0LpV1=n1RTn1V1=pRT0.6518.0=pRT27.69=pRTn2V2=pRTn2V2=27.691.20V2=27.69V2=1.20×27.69=33.23L
Answer: 33.23 L
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments