The time required by the given moles of methane to effuse through a barrier should be determined under given conditions. Concept introduction: The root mean square velocity μ is defined as the measure of velocity of particle in gas. It is the method to determine the single velocity value for particles. Root mean square velocity can be determined, μ r m s = ( 3 R T M ) 1 / 2 (1) ( gas constant ) R = 8 . 3 1 4 J K m o l M = M o l a r m a s s Molar mass: The molar mass of a substance is determined by dividing the given mass of substance by the amount of the substance.
The time required by the given moles of methane to effuse through a barrier should be determined under given conditions. Concept introduction: The root mean square velocity μ is defined as the measure of velocity of particle in gas. It is the method to determine the single velocity value for particles. Root mean square velocity can be determined, μ r m s = ( 3 R T M ) 1 / 2 (1) ( gas constant ) R = 8 . 3 1 4 J K m o l M = M o l a r m a s s Molar mass: The molar mass of a substance is determined by dividing the given mass of substance by the amount of the substance.
Solution Summary: The author explains that the root mean square velocity is defined as the measure of velocity of particle in gas. The expression used to calculate the rms speed is as follows.
Interpretation: The time required by the given moles of methane to effuse through a barrier should be determined under given conditions.
Concept introduction:
The root mean square velocity μ is defined as the measure of velocity of particle in gas. It is the method to determine the single velocity value for particles.
Root mean square velocity can be determined,
μrms=(3RTM)1/2 (1)
(gas constant)R=8.314JKmolM=Molarmass
Molar mass: The molar mass of a substance is determined by dividing the given mass of substance by the amount of the substance.
Part II. two unbranched ketone have molecular formulla (C8H100). El-ms showed that
both of them
have a molecular ion peak at m/2 =128. However ketone
(A) has a fragment peak at m/2 = 99 and 72
while ketone (B) snowed a
fragment peak at m/2 = 113 and 58.
9) Propose the most plausible structures for both ketones
b) Explain how you arrived at your conclusion by drawing the
Structures of the distinguishing fragments for each ketone,
including their fragmentation mechanisms.
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