Experimental Organic Chemistry: A Miniscale & Microscale Approach (Cengage Learning Laboratory Series for Organic Chemistry)
Experimental Organic Chemistry: A Miniscale & Microscale Approach (Cengage Learning Laboratory Series for Organic Chemistry)
6th Edition
ISBN: 9781305080461
Author: John C. Gilbert, Stephen F. Martin
Publisher: Brooks Cole
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Chapter 4.6, Problem 9E
Interpretation Introduction

Interpretation:Dependence of boiling point of binary mixture on miscibility of two liquids should be determined with use of Raoult’s and Dalton’s law.

Concept introduction:Boiling point is defined as temperature that has vapor pressure of liquid equal to pressure that is present around liquid. At this temperature, substance gets converted from liquid state to vapor or gaseous phase.

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The organic compounds chloroform and dichloromethane form ideal solutions when mixed together; at 25 �C the total vapor pressure from a mixture of these two compounds was 345.322 torr. What is the mole fraction of chloroform? Given that the vapor pressure of pure chloroform and pure dichloromethane are 205 torr and 415 torr, respectively, at 25�C.  0.6682    0.4430  0.3318  0.5570
Consider a solution containing two liquids A and B. In this mixture, the molar fraction of A is 0.3713. In addition, the partial molar volumes of A and B are worth 188.2 cm³ mol-1 and 176.14 cm³ mol-1 respectively. The molar masses of A and B are 241g mol-1 and 198g mol-1, respectively. At constant pressure and temperature, what is the volume of a solution of mass equal to 1kg? a - 1000 cm³ b - 843,5 cm³ c- 678,9 cm³ d - 364,3 cm³
Use Henry’s law to calculate equilibriumsolubility values for gases.
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Solutions: Crash Course Chemistry #27; Author: Crash Course;https://www.youtube.com/watch?v=9h2f1Bjr0p4;License: Standard YouTube License, CC-BY