List of practice Questions

Wacker oxidation of alkenes is catalyzed by a combination of
A \(100\text{ cm} \times 32\text{ cm}\) rectangular sheet is folded 5 times. Each time the sheet is folded, the long edge aligns with its opposite side. Eventually, the folded sheet is a rectangle of dimensions \(100\text{ cm} \times 1\text{ cm}\).
The total number of creases visible when the sheet is unfolded is ............
The major product formed in the given reaction is: \[ \text{TiCl}_3(\text{DME})_2 \text{Zn-Cu} \text{DME, r.t.} \longrightarrow 1,2-\text{Dimethoxyethane}. \]
In a class of 100 students,
(i) there are 30 students who neither like romantic movies nor comedy movies,
(ii) the number of students who like romantic movies is twice the number of students who like comedy movies, and
(iii) the number of students who like both romantic movies and comedy movies is 20.
How many students in the class like romantic movies?
Forestland is a planet inhabited by different kinds of creatures. Among other creatures, it is populated by animals all of whom are ferocious. There are also creatures that have claws, and some that do not. All creatures that have claws are ferocious.
Based only on the information provided above, which one of the following options can be logically inferred with certainty?
Which one of the following options can be inferred from the given passage alone?
When I was a kid, I was partial to stories about other worlds and interplanetary travel. I used to imagine that I could just gaze off into space and be whisked to another planet.
[Excerpt from The Truth about Stories by T. King]
Out of 1000 individuals in a town, 100 unidentified individuals are covid positive. Due to lack of adequate covid-testing kits, the health authorities of the town devised a strategy to identify these covid-positive individuals. The strategy is to:
(i) Collect saliva samples from all 1000 individuals and randomly group them into sets of 5.
(ii) Mix the samples within each set and test the mixed sample for covid.
(iii) If the test done in (ii) gives a negative result, then declare all the 5 individuals to be covid negative.
(iv) If the test done in (ii) gives a positive result, then all the 5 individuals are separately tested for covid.
Given this strategy, no more than ........... testing kits will be required to identify all the 100 covid positive individuals irrespective of how they are grouped.
Courts : ........... : : Parliament : Legislature (By word meaning)
What is the smallest number with distinct digits whose digits add up to 45?
“I cannot support this proposal. My ............ will not permit it.”
Who among the following defined administrative law as ‘the law relating to the control of governmental power’?
What is the default interest payable under Section 63A of the Transfer of Property Act, 1882?
Which of the following is not a negotiable instrument as per the Negotiable Instruments Act, 1881?
Which of the following provisions of the Indian Evidence Act, 1872 says that the confession to a police officer shall not be proved against him?
Which of the following is correct according to the Indian Evidence Act, 1872 pertaining to proof of contents of the documents?
In which of the following case did the Supreme Court of India clarify the admissibility of electronic record as evidence?
In which of the following situation plaintiff is precluded from bringing a fresh suit as per the Code of Civil Procedure, 1908?
Which of the following is not a recognized alternate dispute resolution mechanism under the Code of Civil Procedure, 1908?
Which of the following is not a fraud as per the Indian Contract Act, 1872?
Which of the following statement is correct if A, intending to deceive B, falsely represents that five hundred maunds of indigo are made annually at A’s factory, and thereby induces B to buy the factory?
Total impedance of a series LCR circuit varies with angular frequency of the AC source connected to it as shown in the graph. The quality factor Q of the series LCR circuit is
Graph of LCR circuit
If the sum of all the solutions of $\tan ^{-1}\left(\frac{2 x}{1-x^2}\right)+\cot ^{-1}\left(\frac{1-x^2}{2 x}\right)=\frac{\pi}{3},-1 < x < 1, x \neq 0$, is $\alpha-\frac{4}{\sqrt{3}}$, then $\alpha$ is equal to ___
For the non-dissociative adsorption of a gas on solid,
(i) the Freundlich isotherm is given by \(\theta = k\,p^{1/n}\) (where \(\theta\) is surface coverage, \(p\) pressure, \(k,n\) empirical constants); and
(ii) the BET isotherm is given by \(\displaystyle \frac{p}{p^{\ast}-p}=\frac{\theta}{c}+\theta(c-1)\left(\frac{p}{p^{\ast}}\right)\)
(where \(p^{\ast}\) and \(c\) are empirical constants, and \(p<p^{\ast}\)).
The correct statement(s) is(are)
The enthalpy change for the exothermic reaction between BeI\(_2\) and HgF\(_2\) is _____ kJ mol\(^{-1}\) (rounded off to the nearest integer).
(Given bond dissociation energies in kJ mol\(^{-1}\): Be–F = 632, Be–I = 289, Hg–F = 268, Hg–I = 145)
Two different enzyme catalysis reactions I and II have identical Y-intercepts for the Lineweaver–Burke plots. The slope for reaction I is twice that of reaction II. If the initial concentrations of enzymes in I and II are same, the correct statement(s) is(are)
\[ \frac{1}{v}=\frac{1}{v_{\max}}+\frac{K_M}{v_{\max}}\frac{1}{[S]} \]