- aboasting person
- bhonest and straightforward
- ca man with arrogance
- da dishonest person
Answer (b): "Above board" describes something open, legal and honest.
Revise: Vocabulary and Word Formation (Class 11 notes)
TU FoHSS | Entrance paper
Answer (b): "Above board" describes something open, legal and honest.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (c): The idiom means to speak frankly and plainly, without softening the truth.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (a): "Root and branch" means completely, thoroughly.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (b): "Fall into" categories is the standard collocation.
Revise: Grammar and Usage (Class 11 notes)
Answer (a): To bandy words is to exchange angry words, that is, to argue.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (d): "Ever and anon" means now and then, sometimes.
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Answer (a): Spurious means not genuine, so false.
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Answer (a): To annex is to attach or add something to a larger thing.
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Answer (c): Apart from a musical show, "concert" means agreement or harmony (acting in concert).
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (d): To snub is to coldly ignore or reject someone, which includes avoiding and shunning them.
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Answer (c): Money paid for damage caused is compensation.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (d): A dilettante pursues arts casually, without deep commitment.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (c): "Deliver on a promise" means to fulfil it.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (b): He feels great pride in his family's position but does not boast, so pride.
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Answer (d): "In eclipse" means in decline, a fitting contrast with admitting his genius.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (c): "Control over" something.
Revise: Grammar and Usage (Class 11 notes)
Answer (d): "Dissociate from".
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Answer (d): Means of travel takes "by": by boat.
Revise: Grammar and Usage (Class 11 notes)
Answer (d): "Be used to" something means to be accustomed to it.
Revise: Grammar and Usage (Class 11 notes)
Answer (c): "Disappointed at" an event or result.
Revise: Grammar and Usage (Class 11 notes)
Answer (d): "Confident of" success.
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Answer (c): "Commensurate with" means in proportion to.
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Answer (c): "Murmur against" means to complain about.
Revise: Grammar and Usage (Class 11 notes)
Answer (a): We infer something "from" evidence.
Revise: Grammar and Usage (Class 11 notes)
Answer (b): One begs something "from" a person.
Revise: Grammar and Usage (Class 11 notes)
Answer (c): Profuse means given or occurring in large amounts.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (d): To give a wide berth to someone is to keep well away from them, that is, avoid.
Revise: Vocabulary and Word Formation (Class 11 notes)
Answer (d): Benevolent means well-meaning and kindly, covering generous, kind and good.
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Answer (d): A Pyrrhic victory is won at such a heavy cost that it is almost a defeat (King Pyrrhus of Epirus).
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Answer (a): "Set by the ears" means to make people quarrel, to incite them against each other.
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Answer (c): The question is an offer and, in reported speech, "He asked if I would like tea", so both statements hold.
Revise: Grammar and Usage (Class 11 notes)
Answer (a): Both points have the same $y$-coordinate, so slope $=\frac{b-b}{\frac1a-a}=0$.
Revise: Analytic geometry (Class 11 notes)
Answer (c): Events whose union is the whole sample space are exhaustive.
Revise: Statistics and Probability (Class 11 notes)
Answer (c): Discriminant $=1-4=-3<0$, so there is no real root and the set is empty.
Revise: Algebra (Class 11 notes)
Answer (d): Rational numbers are a subset of the real numbers (the option is misprinted as "areal"); fractions are neither natural nor integers.
Revise: Algebra (Class 11 notes)
Answer (c): $f(a)=\frac{a}{a-1}$, $f(a+1)=\frac{a+1}{a}$, ratio $=\frac{a^2}{a^2-1}=f(a^2)$.
Revise: Algebra (Class 11 notes)
Answer (a): The even numbers 22, 24, ..., 98 are evenly spread about the midpoint, so average $=\frac{22+98}{2}=60$.
Revise: Algebra (Class 11 notes)
Answer (c): $\tan30^\circ=\frac1{\sqrt3}$, so $\cot30^\circ=\sqrt3$.
Revise: Trigonometry (Class 11 notes)
Answer (c): If A is m x n and B is n x p, then AB is m x p. In option c, 3x2 times 2x3 gives 3x3, which matches C.
Revise: Algebra (Class 11 notes)
Answer (b): $4a\times5=120$, so $a=6$ m and the floor area is $6^2=36\ \text{m}^2$.
Revise: Algebra (Class 11 notes)
Answer (c): Column 1 is $8\times$ column 3 ($8\cdot6=48$, $8\cdot4=32$, $8\cdot2=16$), so two columns are proportional and the determinant is $0$.
Revise: Algebra (Class 11 notes)
Answer (b): $100\to50\to75$, so the net loss is $25%$.
Revise: Algebra (Class 11 notes)
Answer (c): $2a=8b$, so $\frac{2b}{8b}\times100=25%$.
Revise: Algebra (Class 11 notes)
Answer (a): $1$ kg $=1000$ g, so $\frac{250}{1000}\times100=25%$. The stray '3' in the printed stem is a scan artefact.
Revise: Algebra (Class 11 notes)
Answer (a): $y-4=-2(x-2)$ gives $y=-2x+8$, i.e. $2x+y=8$.
Revise: Analytic geometry (Class 11 notes)
Answer (c): Let cost per book be 1. Selling 50 books gives $50+10=60$, so profit is $10$ on a cost of $50$: $\frac{10}{50}=20%$.
Revise: Algebra (Class 11 notes)
Answer (a): The printed stem shows a stray '10' beside 12; read as 12 articles, the only reading that gives an option. If cost of 12 equals selling price of 9, profit $=\frac{12-9}{9}=33.33%$.
Revise: Algebra (Class 11 notes)
Answer (a): Wall volume $=11\times96\times64=67584\ \text{cm}^3$ and brick volume $=4\times3\times2=24\ \text{cm}^3$, so bricks $=\frac{67584}{24}=2816$. The paper prints 2815, a misprint for 2816.
Revise: Algebra (Class 11 notes)
Answer (c): $\sec60^\circ=\frac{1}{\cos60^\circ}=\frac{1}{1/2}=2$.
Revise: Trigonometry (Class 11 notes)
Answer (d): Simple interest $=2P$, so $2P=\frac{P\cdot r\cdot25}{100}$ and $r=8%$.
Revise: Algebra (Class 11 notes)
Answer (b): $(30-x)(14-x)=192$ gives $x^2-44x+228=0$, so $x=6$ (the other root 38 is impossible).
Revise: Algebra (Class 11 notes)
Answer (a): $x^2-5=20$, so $x^2=25$ and $x=\pm5$.
Revise: Algebra (Class 11 notes)
Answer (a): $x+(x+18)=40$ gives $x=11$.
Revise: Algebra (Class 11 notes)
Answer (c): $M^2=\begin{pmatrix}5&8\8&13\end{pmatrix}$. Top-left entry: $5-r-1=0$ gives $r=4$; check off-diagonal $8-2r=0$ also gives $4$.
Revise: Algebra (Class 11 notes)
Answer (b): $f(x+h)-f(x)=3h$, so the ratio is $3$.
Revise: Algebra (Class 11 notes)
Answer (c): The difference can be rational (e.g. $\sqrt2-\sqrt2=0$) or irrational, but it is always a real number.
Revise: Algebra (Class 11 notes)
Answer (c): The paper prints $p+q$, a misprint for $p+r$ (only $p+r$ can be found). Adding the two equations gives $2(p+r)=12$, so $p+r=6$.
Revise: Algebra (Class 11 notes)
Answer (b): Let the common value be $k$: $a+b+c=18k$ and $c=9k$, so the ratio is $2$.
Revise: Algebra (Class 11 notes)
Answer (b): $0.6\times450=270=15x$, so $x=18$.
Revise: Algebra (Class 11 notes)
Answer (b): Multiplying the second by $-2$ gives $-4x+6y+2z=28$, which contradicts $=8$, so the system has no solution.
Revise: Algebra (Class 11 notes)
Answer (c): Length plus breadth $=92/2=46$ and length times breadth $=493$. $29+17=46$ and $29\times17=493$, so the sides are $29$ m and $17$ m.
Revise: Algebra (Class 11 notes)
Answer (b): The left side is $(x-1)^3$, so $x=1$.
Revise: Algebra (Class 11 notes)
Answer (a): $3^2+4^2=9+16=25=5^2$, so it is right-angled.
Revise: Analytic geometry (Class 11 notes)
Answer (c): $x^2-2x<0$ gives $x(x-2)<0$, so $0<x<2$.
Revise: Algebra (Class 11 notes)
Answer (c): Middle term doubled equals sum of the others: $2(x+10)=2x+3x+2$, so $2x+20=5x+2$, giving $x=6$.
Revise: Algebra (Class 11 notes)
Answer (a): The terms are $1,4,7,10,13$ (AP with $a=1$, $d=3$): $S_5=\frac52(2+12)=35$.
Revise: Algebra (Class 11 notes)
Answer (a): The sum of cubes equals the square of the sum: $20^2=400$.
Revise: Algebra (Class 11 notes)
Answer (a): $CP=\frac{50}{0.95}=52.63$; for 5% gain $SP=52.63\times1.05=55.26$.
Revise: Algebra (Class 11 notes)
Answer (c): Gain $=SP_{50}$, so $SP_{250}-CP_{250}=SP_{50}$, giving $SP_{200}=CP_{250}$. Then $\frac{SP}{CP}=\frac{250}{200}=1.25$: profit $25%$.
Revise: Algebra (Class 11 notes)
Answer (b): $\frac{300-250}{250}\times100=20%$.
Revise: Algebra (Class 11 notes)
Answer (b): Let $SP=100$, list $=125$. Discount $=25$ on $125$: $\frac{25}{125}=20%$.
Revise: Algebra (Class 11 notes)
Answer (a): $A^2=\begin{pmatrix}n^2&0\0&1\end{pmatrix}=I$ gives $n^2=1$, so $n=1$ (or $-1$).
Revise: Algebra (Class 11 notes)
Answer (c): $SI=\frac{1250\times8\times5}{100}=500$.
Revise: Algebra (Class 11 notes)
Answer (c): $SI=P$ in 8 years, so $r=\frac{100}{8}=12.5%$.
Revise: Algebra (Class 11 notes)
Answer (d): Numbers are $5k$ and $7k$ with LCM $35k=315$, so $k=9$: $45\times63=2835$.
Revise: Algebra (Class 11 notes)
Answer (b): $0.75\times8=5x$, so $x=\frac{6}{5}=1.2$.
Revise: Algebra (Class 11 notes)
Answer (b): Halesi Mahadev is a well known pilgrimage site in Khotang district.
Answer (c): The Dannebrog of Denmark is regarded as the oldest continuously used national flag.
Answer (a): The modern guitar developed in Spain.
Answer (b): AI stands for Artificial Intelligence.
Revise: Computer System (Class 11 notes)
Answer (b): Archery is the national sport of Bhutan.
Answer (b): At the time of the exam Tim Cook was Apple's CEO (Nadella leads Microsoft, Pichai Google).
Answer (a): Brasilia has been Brazil's capital since 1960.
Answer (a): At the time of the exam (2077) Anil Gurung was captain of the Nepal national football team. The captaincy has changed since.
Answer (c): Egypt depends on the Nile for fertile land, so it is called the gift of the Nile.