Determine the position of equilibrium for the ACID-BASE reaction below::0::0:: 0:A::0:same:0:+н--нHH?OH: OH①..:0:B::0:C::0:less stableHH:0:OH: OHsame:0:но-нHHcannot reactOH: OHH:0:OH: OHmore stable:0::0:HHD:OH: OHmore stableless stable

Answer:Any specie that gains H+ ion during the reaction is called Bronsted-Lowry base and species…

Determine the position of equilibrium for the ACID-BASE reaction below: :0: :0: A: :0: same B: :0: :0: + HH н--н ? OH : OH C: :0: less stable :0: OH : OH same :0: HH + cannot react OH OH H :0: OH :0: :0: D: но-н OH more stable :OH more stable : OH less stable

Determine the position of equilibrium for the ACID-BASE reaction below: :0: :0: A: :0: same B: :0: :0: + HH н--н ? OH : OH C: :0: less stable :0: OH : OH same :0: HH + cannot react OH OH H :0: OH :0: :0: D: но-н OH more stable :OH more stable : OH less stable

Chemistry by OpenStax (2015-05-04)

1st Edition

ISBN:9781938168390

Author:Klaus Theopold, Richard H Langley, Paul Flowers, William R. Robinson, Mark Blaser

Publisher:Klaus Theopold, Richard H Langley, Paul Flowers, William R. Robinson, Mark Blaser

Chapter13: Fundamental Equilibrium Concepts

Section: Chapter Questions

Problem 3E: If a reaction is reversible, when can it be said to have reached equilibrium?

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Concept explainers

Designing a Synthesis

Organic synthesis is a branch of chemical synthesis that involves the planned construction of organic compounds/molecules from smaller units that possess functional groups. Friedrich Wöhler was the first scientist who designed the synthesis of an organic compound, urea from inorganic starting materials silver cyanate with ammonium chloride via a simple, one-step synthesis.

Question

Determine the position of equilibrium for the ACID-BASE reaction below:
:0:
:0:
: 0:
A:
:0:
same
:0:
+
н--н
HH
?
OH
: OH
①..
:0:
B:
:0:
C:
:0:
less stable
HH
:0:
OH
: OH
same
:0:
но-н
HH
cannot react
OH
: OH
H
:0:
OH
: OH
more stable
:0:
:0:
HH
D:
OH
: OH
more stable
less stable

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Step 1: Defining Bronsted-Lowry acid and base!

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Step 2: Finding out the position of equilibrium!

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