EBK GET READY FOR ORGANIC CHEMISTRY
EBK GET READY FOR ORGANIC CHEMISTRY
2nd Edition
ISBN: 9780100576377
Author: KARTY
Publisher: YUZU
Question
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Chapter 11, Problem 11.13P
Interpretation Introduction

(a)

Interpretation:

The complete, detailed mechanism of the given reaction is to be drawn, and the major product is to be predicted.

Concept introduction:

Like carbon-carbon double bond of an alkene, the carbon-carbon triple bond of an alkyne also undergoes electrophilic addition reaction with a strong Bronsted acid. In the first step, a proton is added to a carbon-carbon triple bond to form a vinylic cation, which is then coordinated with the respective anion formed in the first step. An alkene is formed, which further shows electrophilic addition reaction with Bronsted acid to form an alkane as the final product. When alkynes are treated with excess Bronsted acid, like hydrogen halide, the geminal dihalide is formed as the major product.

Interpretation Introduction

(b)

Interpretation:

The complete, detailed mechanism of the given reaction is to be drawn, and the major product is to be predicted.

Concept introduction:

Like carbon-carbon double bond of an alkene, the carbon-carbon triple bond of an alkyne also undergoes electrophilic addition reaction with a strong Bronsted acid. In the first step, a proton is added to a carbon-carbon triple bond to form a vinylic cation, which is then coordinated with the respective anion formed in the first step. An alkene is formed, which further shows electrophilic addition reaction with Bronsted acid to form an alkane as the final product. When alkynes are treated with excess Bronsted acid, like hydrogen halide, the geminal dihalide is formed as the major product.

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Please help me to figure this out. I got 24 is that correct? Please step by step help.
The initial rates method can be used to determine the rate law for a reaction. using the data for the reaction below, what is the rate law for reaction? A+B-C - ALA] At (mot Trial [A] (mol) (MD 2 1 0.075 [B]( 0.075 mo LS 01350 2 0.075 0.090 0.1944 3 0.090 0.075 0.1350 Report value of k with two significant Figure
Compare trials 1 and 2 where [B] is constant. The rate law can be written as: rate = k[A][B]". rate2 0.090 = 9. rate1 0.010 [A]m 6.0m = 3m [A] m 2.0m

Chapter 11 Solutions

EBK GET READY FOR ORGANIC CHEMISTRY

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