The graph shows how shows how Δ t G ° varies with temperature for three different oxidation reactions: the oxidations of C(graphite), Zn, and Mg to CO, ZnO and MgO. respectively Such graphs as these can be used to show the temperatures st which carbon is an effective reducing agent to reduce metal oxides to the free metals. As a result, such graphs are important to metallurgists Use these graphs to answer the following questions. a. Why can Mg be used to reduce ZnO to Zn at all temperatures, but Zn cannot be used to reduce MgO to Mg at any temperature? b. Why can C be used to reduce ZnO to Zn at some temperatures but not at others? At what temperatures can carbon be used to reduce zine oxide? c. Is it possible to produce Zn from ZnO by its direct decomposition without requiring a coupled reaction? If so, at what approximate temperatures might this occur? d. Is it possible to decompose CO to C end CO 2 in a spontaneous reaction? Explain< Δ t G ° or Brae reactions as a function of temperature. The reactions are indicated by the equations written above the graphs. The points noted by arrows are the melting points (mp) and boiling points, (bp) of zinc and magnesium. e. To the set of graphs, add straight lines representing the reactions C ( graphite ) +O 2 → CO 2 ( g ) 2 CO ( g ) + O 2 → 2CO 2 ( g ) given that the three lines representing the formation of oxides of carbon intersect at about 800 e C. [Hint: At what other temperature can you relate and temperature?] The slopes of the three lines described above differ sharply Explain why this is so—that is, explain the slope of each line in terms of principles governing Gibbs energy change. f. The graphs for the formation of oxides of other metals are similar to the ones shown for Zn and Mg: that is. they all have positive slopes Explain why carbon is such a good reducing agent for the reduction of metal oxides.
The graph shows how shows how Δ t G ° varies with temperature for three different oxidation reactions: the oxidations of C(graphite), Zn, and Mg to CO, ZnO and MgO. respectively Such graphs as these can be used to show the temperatures st which carbon is an effective reducing agent to reduce metal oxides to the free metals. As a result, such graphs are important to metallurgists Use these graphs to answer the following questions. a. Why can Mg be used to reduce ZnO to Zn at all temperatures, but Zn cannot be used to reduce MgO to Mg at any temperature? b. Why can C be used to reduce ZnO to Zn at some temperatures but not at others? At what temperatures can carbon be used to reduce zine oxide? c. Is it possible to produce Zn from ZnO by its direct decomposition without requiring a coupled reaction? If so, at what approximate temperatures might this occur? d. Is it possible to decompose CO to C end CO 2 in a spontaneous reaction? Explain< Δ t G ° or Brae reactions as a function of temperature. The reactions are indicated by the equations written above the graphs. The points noted by arrows are the melting points (mp) and boiling points, (bp) of zinc and magnesium. e. To the set of graphs, add straight lines representing the reactions C ( graphite ) +O 2 → CO 2 ( g ) 2 CO ( g ) + O 2 → 2CO 2 ( g ) given that the three lines representing the formation of oxides of carbon intersect at about 800 e C. [Hint: At what other temperature can you relate and temperature?] The slopes of the three lines described above differ sharply Explain why this is so—that is, explain the slope of each line in terms of principles governing Gibbs energy change. f. The graphs for the formation of oxides of other metals are similar to the ones shown for Zn and Mg: that is. they all have positive slopes Explain why carbon is such a good reducing agent for the reduction of metal oxides.
Solution Summary: The author explains that Gibbs free energy determines the spontaneousity of a reaction.
The graph shows how shows how
Δ
t
G
°
varies with temperature for three different oxidation reactions: the oxidations of C(graphite), Zn, and Mg to CO, ZnO and MgO. respectively Such graphs as these can be used to show the temperatures st which carbon is an effective reducing agent to reduce metal oxides to the free metals. As a result, such graphs are important to metallurgists Use these graphs to answer the following questions.
a. Why can Mg be used to reduce ZnO to Zn at all temperatures, but Zn cannot be used to reduce MgO to Mg at any temperature?
b. Why can C be used to reduce ZnO to Zn at some temperatures but not at others? At what temperatures can carbon be used to reduce zine oxide?
c. Is it possible to produce Zn from ZnO by its direct decomposition without requiring a coupled reaction? If so, at what approximate temperatures might this occur?
d. Is it possible to decompose CO to C end
CO
2
in a spontaneous reaction? Explain<
Δ
t
G
°
or Brae reactions as a function of temperature. The reactions are indicated by the equations written above the graphs. The points noted by arrows are the melting points (mp) and boiling points, (bp) of zinc and magnesium.
e. To the set of graphs, add straight lines representing the reactions
C
(
graphite
)
+O
2
→
CO
2
(
g
)
2
CO
(
g
)
+
O
2
→
2CO
2
(
g
)
given that the three lines representing the formation of oxides of carbon intersect at about 800 eC. [Hint: At what other temperature can you relate and temperature?] The slopes of the three lines described above differ sharply Explain why this is so—that is, explain the slope of each line in terms of principles governing Gibbs energy change. f. The graphs for the formation of oxides of other metals are similar to the ones shown for Zn and Mg: that is. they all have positive slopes Explain why carbon is such a good reducing agent for the reduction of metal oxides.
6. Match each of the lettered items in the column on
the left with the most appropriate numbered
item(s) in the column on the right. Some of the
numbered items may be used more than once
and some not at all.
a.
Z = 37
1.
b.
Mn
2.
C.
Pr
element in period 5 and group
14
element in period 5 and group
15
d. S
e. [Rn] 7s¹
f.
d block
metal
3. highest metallic character of all
the elements
4. paramagnetic with 5 unpaired
electrons
5. 4f36s2
6. isoelectronic with Ca²+ cation
7.
an alkaline metal
8. an f-block element
Draw all formal charges on the structures below as is and draw 1 resonance structure that is more stable.
Part II. xiao isolated a compound TAD (Ca H 10 N₂) from tobacco and obtained its IR spectrum. Xiao proposed
a chemical structure shown below:
% Transmittance
4000
3500
3000
2500 2000
Wavenumber (cm-1)
1500
1000
(a) Explain why her proposed structure is inconsistent with the IR spectrum obtained
(b) TAD exists as a tautomer of the structure xiao proposed. Draw the structure
and explain why it is more compatible with the obtained spectrum.
(C) what is the possible source for the fairly intense signal at
1621cm1
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The Laws of Thermodynamics, Entropy, and Gibbs Free Energy; Author: Professor Dave Explains;https://www.youtube.com/watch?v=8N1BxHgsoOw;License: Standard YouTube License, CC-BY