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3 pages/≈825 words
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APA
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Life Sciences
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English (U.S.)
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Topic:
Chemistry Questions (Coursework Sample)
Instructions:
This task and sample consist of two sections, Numerical and Theoretical, each addressing different scientific concepts:
Section 1: Numerical (Reaction Calculations)
This section involves stoichiometric calculations related to the reaction between potassium permanganate and iron(II) in a redox titration process. The steps include:
Balanced Equation: Establishing the balanced chemical equation for the redox reaction.
Molarity Calculation: Determining the molarity of iron(II) using the volume and concentration of potassium permanganate.
Percentage of Iron: Calculating the percentage of iron in a steel wire sample.
Iron(II) Salt Titration: Using titration readings to calculate the molarity of iron(II) from an iron(II) salt solution.
Expression Evaluation: Substituting values into a complex expression related to the reaction process.
Section 2: Theoretical (1,2-Alkyl Migration with Double Inversion of Configuration)
This section covers the theoretical understanding of a specific organic reaction mechanism:
Introduction: The essay introduces the 1,2-alkyl migration with double inversion of configuration, a chemical process involving rearrangement in organic molecules, often using a diazo group.
Mechanism: Describes the key steps in the reaction, such as diazonium intermediate formation, nucleophilic attack, loss of nitrogen gas, and the double inversion of stereochemical configuration.
Uses of the Compound: Discusses the potential applications of the compound formed from this reaction in pharmaceuticals and materials science, highlighting its synthetic value and versatility.
In summary, this task involves performing chemical calculations (numerical section) and explaining an advanced organic reaction mechanism (theoretical section) with practical applications in chemistry. source..
Content:
SECTION 1- NUMERICAL: REACTION CALCULATIONS
SECTION 2 - THEORETICAL: 1,2 – ALKYL MIGRATION WITH DOUBLE INVERSION OF CONFIGURATION: MECHANISTIC INSIGHTS
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Table of Contents
a. Title Page…………………………………………….………………1
b. Table of Contents……………………………………………………2
c. Section 1- Numerical………………………………………………..3
d. Section 2 - Theoretical………………………………………………5
d. Introduction…………………………………………………………..5
e. Mechanism…………………………………………………...………5
f. Uses of the Compound Obtained…………………………….……….6
g. References……………………………………………………………7
Section 1-Numerical
Step 1: Balanced Equation
The balanced equation between potassium permanganate and iron(II) is:
MnO4(aq)−+8H+(aq)+Fe2+(aq)→Mn2+(aq)+5Fe3+(aq)+4H2O(l)
So, u = 1, v = 8, w = 5, x = 1, y = 5, and z = 4.
Step 2: Calculate the Molarity of Iron(II)
Given:
Volume of potassium permanganate = 24.3 cm3
Molarity of potassium permanganate = 0.02 mol/dm3
Volume of iron(II) solution = 20 cm3
Using the balanced equation:
5 moles of Fe2+ react with 1 mole of MnO4−
Number of moles of MnO4− reacted:
Moles of MnO4− = 0.02 mol/dm3 × 0.0243 dm3 = 0.000486 moles
Number of moles of Fe2+ reacted:
Moles of Fe2+ = 0.000486 moles / 5 = 9.72 x 10−5 moles
Volume of iron(II) solution in dm3:
Volume = 20 cm3 = 0.02 dm3
Molarity of iron(II), k:
k = 9.72x 10−5 moles / 0.02 dm3 = 0.00486 mol/dm3
Step 3: Percentage of Iron in Steel Wire
Given:
Weight of steel wire = 1.75 g
Molar mass of Fe = 56 g/mol
Number of moles of Fe in steel wire:
Moles of Fe = 1.75 g / 56 g/mol = 0.03125 moles
Percentage of Fe in steel wire, m:
m = (0.03125 moles / 1.75 g) x 100 = 1.7857%
Step 4: Calculate the Molarity of Iron(II) from Iron(II) Salt
Given:
Volume of iron(II) solution = 25 cm3
Titration values:
Reading 1: 23.95cm3
Reading 2: 23.8 cm3
Reading 3: 25.85 cm3
Average titration value:
Average = (23.95 cm3 + 23.8 cm3 + 25.85 cm3) / 3 = 24.2 cm3
Number of moles of MnO4− used:
Moles = 0.02 mol/dm3 × 0.0242 dm3 = 0.000484 moles
Number of moles of Fe2+ reacted:
Moles of Fe2+ = 0.000484 moles / 5 = 9.68 x 10−5 moles
Volume of iron(II) solution in dm3:
Volume = 25 cm3 = 0.025 dm3
Molarity of iron(II) from iron(II) salt:
k' = 9.68 x x 10−5 moles / 0.025 dm3 = 0.003872 mol/dm3
Step 5: Evaluate the Expression
Expression = 100m - 1000(a - b - k) - (u + v + w + x + y + z)
Substitute the calculated values:
Expression = 100(1.7857) - 1000(1 - 0.017857 - 0.00486) - (1 + 8 + 5 + 1 + 5 + 4)
Calculate:
Expression = 178.57 - 1000(0.977283) - 24
Expression = 178.57 - 977.283 - 24
Expression = -822.713
So, the value of the expression is -822.713.
Section 2- Theoretical
Introduction
The transformation of complex organic molecules often involves intricate rearrangements of the carbon skeleton to access new functionalities or structures. One such fascinating reaction is the 1,2-alkyl migration with double inversion of configuration, which results in the formation of a new compound with a rearranged carbon framework(Liu et al. 2016). This rearrangement typically starts from a molecule containing a diazo group, a functional group with a nitrogen-nitrogen double bond. The reaction proceeds through the formation of a diazonium intermediate and culminates in the migration of an alkyl group, accompanied by the expulsion of nitrogen gas(Yamazaki et al. 2021). This reaction is not only synthetically valuable but also crucial for the development of various organic compounds with potential applications in pharmaceuticals and materials science.
Mechanism
The mechanism of 1,2-alkyl migration with double inversion of configuration involves several key steps:
Formation of Diazonium Intermediate: The reaction begins with the conversion of the diazo group into a diazonium ion, facilitated by the presence of a suitable reagent or catalyst.
Nucleophilic Attack: A nucleophile, often a carbon-based species within the molecule, attacks the diazonium ion. This step leads to the migration of the alkyl group from one carbon to an adjacent carbon atom(Empel et al. 2023).
Loss of Nitrogen Gas: Concurrently, nitrogen gas (N2) is expelled from the diazonium ion, stabilizing the newly formed intermediate.
Double Inversion: Remarkably, the mi...
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