The alkane which is next to methane in the homologous series can be prepared from which of the following reactions?
II, IV only
Step 1: Understanding the homologous series
The homologous series of alkanes consists of compounds differing by a -CH2- group. The alkane next to methane is ethane (C2H6).
Step 2: Evaluating the given reactions
1. Reaction I: Wurtz Reaction
2CH3Br + 2Na → dry ether C2H6 + 2NaBr
This reaction successfully forms ethane, making it a correct method.
2. Reaction II: Decarboxylation of Carboxylic Acids
CH3COOH + NaOH → CaO, Δ CH4 + Na2CO3
This reaction produces methane, not ethane, so it is incorrect.
3. Reaction III: Hydrogenation of Ethene
CH2CH2 + H2 → Pt C2H6
This reaction forms ethane, but it is not the best preparative method for homologous series alkane synthesis.
4. Reaction IV: Reduction of Alkyl Halides
CH3CH2Br + 2[H] → Zn/H+ C2H6 + HBr
This reaction also produces ethane, making it a valid method.
Step 3: Evaluating the Given Options
Thus, the correct answer is Option (1).
What is ‘Y’ in the following set of reactions?
An alkene X on ozonolysis gives a mixture of Propan-2-one and methanal. What is X?
List-I | List-II | ||
(A) | Cyanocobalamine | (I) | Hydrogenation of Alkenes |
(B) | Wilkinson catalyst | (II) | Antipernicious anemia factor |
(C) | D-penicillamine | (III) | Refining of Ni |
(D) | Mond's Process | (IV) | Treatment of toxic effects of copper |
Find \( \frac{dy}{dx} \) for the given function:
\[ y = \tan^{-1} \left( \frac{\sin^3(2x) - 3x^2 \sin(2x)}{3x \sin(2x) - x^3} \right). \]
The length of the normal drawn at \( t = \frac{\pi}{4} \) on the curve \( x = 2(\cos 2t + t \sin 2t) \), \( y = 4(\sin 2t + t \cos 2t) \) is:
If water is poured into a cylindrical tank of radius 3.5 ft at the rate of 1 cubic ft/min, then the rate at which the level of the water in the tank increases (in ft/min) is:
The function \( y = 2x^3 - 8x^2 + 10x - 4 \) is defined on \([1,2]\). If the tangent drawn at a point \( (a,b) \) on the graph of this function is parallel to the X-axis and \( a \in (1,2) \), then \( a = \) ?