Two gases X and Y are found in the atmosphere in only trace amounts because they decompose quickly. When exposed to ultraviolet light the half-life of X is 0.25 h, while that of Y is 150. min. Suppose an atmospheric scientist studying these decompositions fills a transparent 5.0 L flask with X and Y and exposes the flask to UV light. Initially, the partial pressure of X is 25.0% greater than the partial pressure of Y. As both gases decompose, will the partial pressure of X ever fall below the partial pressure of Y? If you said yes, calculate the time it takes the partial pressure of X to fall below the partial pressure of Y. Round your answer to 2 significant digits. ○ yes O no min

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Two gases X and Y are found in the atmosphere in only trace amounts because they decompose quickly. When exposed to ultraviolet light the half-life of X is
0.25 h, while that of Y is 150. min. Suppose an atmospheric scientist studying these decompositions fills a transparent 5.0 L flask with X and Y and exposes
the flask to UV light. Initially, the partial pressure of X is 25.0% greater than the partial pressure of Y.
As both gases decompose, will the partial pressure of Xever fall
below the partial pressure of Y?
If you said yes, calculate the time it takes the partial pressure of X
to fall below the partial pressure of Y. Round your answer to 2
significant digits.
○ yes
===
○ no
×
☐ min
?
00
Ar
Π
Transcribed Image Text:Two gases X and Y are found in the atmosphere in only trace amounts because they decompose quickly. When exposed to ultraviolet light the half-life of X is 0.25 h, while that of Y is 150. min. Suppose an atmospheric scientist studying these decompositions fills a transparent 5.0 L flask with X and Y and exposes the flask to UV light. Initially, the partial pressure of X is 25.0% greater than the partial pressure of Y. As both gases decompose, will the partial pressure of Xever fall below the partial pressure of Y? If you said yes, calculate the time it takes the partial pressure of X to fall below the partial pressure of Y. Round your answer to 2 significant digits. ○ yes === ○ no × ☐ min ? 00 Ar Π
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