- I’ll be ready to leave ______ about twenty minutes.
A) on
B) in ✅
C) at
D) over - We took a test yesterday. This type of sentence is:
A) Simple
B) Declarative ✅
C) Imperative
D) Exclamatory - Select the correct synonym of the following word. EXIGENT:
A) Minor
B) Urgent ✅
C) Trivial
D) Stable - Change voice: She gave me a book.
A) I was given a book by her. ✅
B) She was given a book.
C) A book is given by her to me.
D) I was given her a book. - Synonym of IMPETUOUS:
A) Violent
B) Resouurceful
C) Rash ✅
D) Pleasing - Antonym of JOCOSE:
A) Dull ✅
B) Humorous
C) Playful
D) Diseased - The Idiom “Above the fold” means:
A) Neat & Tidy
B) In the top part of a newspaper page ✅
C) Come to the point
D) Warning or Small Punishment - Select the pair which has the same relationship, DISTANCE : MILE:
A) Bushel : Corn
B) Liquid : Litre ✅
C) Weight : Scale
D) Fame : Television - Please be careful, the luggage contains ________ items.
A) Fragile ✅
B) Virtuoso
C) Voracious
D) Vulnerable - She is looking for an accommodation ________ in flat or shared house.
A) Both
B) Until
C) Neither
D) Either ✅ - Identify the Adjective:
A) Hard ✅
B) Read
C) Sit
D) Talk - She lived _________ Australia _____________ 2008 ________ 2015.
A) in, from, until
B) in, from, till ✅
C) in, during, till
D) in, between, until - We knocked on the door but nobody answered. ‘But’ is which part of speech:
A) Adverb
B) Conjunction ✅
C) Interjection
D) Adjective - If a+b+c=0 then value of (a+bc+b+ca+c+ab)×(ab+c+bc+a+ca+b)(\frac{a+b}{c} + \frac{b+c}{a} + \frac{c+a}{b}) \times (\frac{a}{b+c} + \frac{b}{c+a} + \frac{c}{a+b}) is:
B) -3 ✅ - A dishwasher cleans 1350 dishes in 1 hour. How many dishes will it wash in 16 more minutes?
Rate per minute = 1350 ÷ 60 = 22.5
Extra 16 minutes = 22.5 × 16 = 360 dishes
Total = 1350 + 360 = 1710 ✅
A) 1710 - The angle of depression of a point situated at a distance of 70m from the base of a tower is 60°. The height of the tower is:
Height = 70 × tan(60°) = 70 × √3 = 70√3 m ✅
D) 70 square-root3 m - ax + 2y = 5, 3x − 6y = 20. In the system of equations above, a is a constant. If the system has one solution, which of the following CANNOT be the value of a?
One solution → slopes not equal → −a/2≠1/3-a/2 \neq 1/3
If slopes equal: a = -2/3 → not in options.
If inconsistent (parallel lines) → no solution, so not possible for one solution. Check elimination method — a = -3 makes contradictory constants.
D) -3 ✅ - The sum of ages of two children is 12 and their product is 32. The age of elder one:
x + y = 12, xy = 32 → equation: t² − 12t + 32 = 0 → t = 8 or 4
Elder = 8 years ✅
B) 8 years - Four men working together can dig a ditch in 42 days. They begin, but one man works only half-days. How long will it take to complete the job:
Work rate for 4 men = 1/42 per day
One works half-day → effective = 3 + 0.5 = 3.5 men
Rate = 3.5/4 × (1/42)⁻¹ = 43.5×42=48\frac{4}{3.5} \times 42 = 48 days
B) 48 days ✅ - Convert to Radical Form X2abX^{\frac{2a}{b}} is:
b under-root of X2aX^{2a} ✅
A) b under-root X²ᵃ