Hint: An atmospheric pressure change that increases the height of the column of mercury will increase the boiling point by 0.037° C ( 0.067° F) for each 1.0mm of additional height. A) -0.4355 B) 0.4355 C) 0.2405 D) -0.2405 Calculate the correction that needs to be applied to a T = 89°C if barometric pressure when measuring the boiling point of water is 753.5mm on a Hg column. Hint: An atmospheric pressure change that increases the height of the column of mercury
Hint: An atmospheric pressure change that increases the height of the column of mercury will increase the boiling point by 0.037° C ( 0.067° F) for each 1.0mm of additional height. A) -0.4355 B) 0.4355 C) 0.2405 D) -0.2405 Calculate the correction that needs to be applied to a T = 89°C if barometric pressure when measuring the boiling point of water is 753.5mm on a Hg column. Hint: An atmospheric pressure change that increases the height of the column of mercury
Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
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Transcribed Image Text:Hint: An
atmospheric
pressure change
that increases the
height of the
column of mercury
will increase the
boiling point by
0.037° C (
0.067° F) for
each 1.0mm of
additional height.
A) -0.4355
B) 0.4355
C) 0.2405
D) -0.2405
Transcribed Image Text:Calculate the
correction that
needs to be
applied to a
T = 89°C if
barometric
pressure when
measuring the
boiling point of
water is
753.5mm on a
Hg column.
Hint: An
atmospheric
pressure change
that increases the
height of the
column of mercury
Expert Solution
Introduction
The pressure at which standard boiling conditions are present is considered and the given boiling pressure is considered. The difference in both pressures is obtained. The change in temperature for every one pressure unit is given. The correction will be product of this change in temperature and the change in pressure.
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