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Question : The following table shows the percentage of the population of five states below the poverty line and the proportion of males and females below and above the poverty line.
If the population of State B and State C is 6,000 each, then what is the total number of females below the poverty line in these two states?
Option 1: 720
Option 2: 780
Option 3: 740
Option 4: 750
Correct Answer: 780
Solution : Population of State B = 6000 Percentage of people below the poverty line in State B = 13% Number of people below the poverty line in State B = 13% of 6000 = 780 The ratio of males to females in State B below the
Question : Comprehension: In the following passage, some words have been deleted. Fill in the blanks with the help of the alternatives given. Select the most appropriate option for each blank. On Hauz Khas Road, at the entrance to the pedestrianised Hauz Khas Village, the guard (1)________ the barrier asks you to halt and directs (2)______ to the parking lot. It's 5 p.m. and the parking lot is nearly empty as shops are closed and there are (3)________ any shoppers. There aren't many people on the lane leading to the (4)_________ area either. This is unusual for HKV (as it is popularly known) (5)_______ it is one of Delhi's popular shopping areas. Initially a hub for designer (6)________, the HKV experience (7)_________ a throbbing mix of cafes, art galleries, curio shops, gyms, and, of course, fashion boutiques. The quirky neighbourhood was a hit (8)_________ with youngsters and tourists for its happening nightlife. These days, however, night comes hours (9)______ dusk at HKV, as you can only see street dogs, security guards, a few takeaway joint managers, and bored shop attendants (10)________ to reach home early.
Question: Select the most appropriate option to fill in the blank 9.
Option 1: early
Option 2: later
Option 3: before
Option 4: into
Correct Answer: before
Solution : The correct choice is the third option.
"Before" is a preposition that means earlier than the time or event mentioned, and it helps convey that the onset of nighttime in Hauz Khas Village happens earlier than expected or before the usual time of dusk.
Question : Directions: In a certain code language, NUMEROUS is written as WPGOQTUW, and OPTIONAL is written as RQKVPQNC. How will NOTEBOOK be written in that language?
Option 1: QPGVQDMQ
Option 2: QPGVQDNQ
Option 3: QPGVDQMQ
Option 4: QPVGQDMQ
Correct Answer: QPGVQDMQ
Solution : Given: NUMEROUS is written as WPGOQTUW, and OPTIONAL is written as RQKVPQNC.
Here, the letters of each word are shuffled following a certain pattern after adding 2 to their place value. NUMEROUS is written as WPGOQTUW→
OPTIONAL is written as RQKVPQNC→
Similarly, for NOTEBOOK→
So,
Question : Directions: In a certain code language, SIGHT is written as @?*^! and ANT is written as #&!. How is NIGHT written in that code language?
Option 1: &?*^!
Option 2: &?*!^
Option 3: &*?^!
Option 4: ?&*^!
Correct Answer: &?*^!
Solution : Given: SIGHT is written as @?*^! and ANT is written as #&!.
Each alphabet of the given words is assigned a symbol. So, considering the above-given words, the codes for each letter are S→@; I→?; G→*; H→^; T→!; A→#; N→&
Thus, considering the above codes,
Question : The total number of ear bones is
Option 1: 2
Option 2: 4
Option 3: 6
Option 4: 8
Correct Answer: 6
Solution : The correct option is 6
The three small bones that are present in an ear are the malleus, incus, and stapes. The eardrum is connected to the malleus. The middle link in the chain of bones is incus. The oval window, also known as the
Question : Directions: Which number from among the given options can replace the question mark (?) in the following series? 12, (?), 82, 123, 168, 217
Option 1: 63
Option 2: 45
Option 3: 51
Option 4: 42
Correct Answer: 45
Solution : Given: 12, (?), 82, 123, 168, 217
Here, the pattern followed is –
So, the missing term is 45 in the series. Hence, the second option is correct.
Question : Directions: In the following question, a sentence is given with a blank that is to be filled in with an appropriate word. Four alternatives are suggested; choose the correct alternative out of them as your answer.
Cowards die many times ___________ their death.
Option 1: after
Option 2: before
Option 3: about
Option 4: for
Solution : The correct choice is the second option.
It means prior to a specified time or event. In this context, it implies that cowards experience multiple instances of fear or distress before their actual death.
Therefore, the complete sentence is: Cowards die many times before their
Question : The following table shows the expenditure of a company from the year 2018 to 2022. What is the average amount of tax per year that the company had to pay during this period?
Fuel and
transport
Option 1: 90.2 lakhs
Option 2: 99.4 lakhs
Option 3: 91.4 lakhs
Option 4: 92.5 lakhs
Correct Answer: 99.4 lakhs
Solution : Total Tax = Tax2018 + Tax2019 + Tax2020 + Tax2021 + Tax2022 = 100 + 105 + 102 + 98 + 92 = 497 Number of Years = 5 $\therefore$ Average Tax = $\frac{\text{Total Tax}}{\text{Number of
Question : The sides of a triangle are 8 cm, 12 cm, and 16 cm. What is the area of the triangle?
Option 1: $24 \sqrt{15}~\text{cm}^2$
Option 2: $6 \sqrt{15}~\text{cm}^2$
Option 3: $8 \sqrt{15}~\text{cm}^2$
Option 4: $12 \sqrt{15}~\text{cm}^2$
Correct Answer: $12 \sqrt{15}~\text{cm}^2$
Solution : The sides of the triangle are 8 cm, 12 cm, and 16 cm. Semi perimeter = $\frac{8+12+16}{2}$ = 18 Area of the triangle = $\sqrt{18×(18 - 8)×(18 - 12)×(18 -16)}$ = $\sqrt{18×10×6×2}$ = $\sqrt{2160}$ = $12\sqrt{15}\ \text{cm}^2$ Hence, the correct answer is $12\sqrt{15}~\text{cm}^2$.
Question : Two circles of radius 10 cm and 5 cm touch each other externally at point A. PQ is the direct common tangent of those two circles of centres O1 and O2, respectively. The length of PQ is equal to:
Option 1: $10\sqrt{2}$ cm
Option 2: $8\sqrt{2}$ cm
Option 3: $9\sqrt{2}$ cm
Option 4: $6\sqrt{2}$ cm
Correct Answer: $10\sqrt{2}$ cm
Solution : Given: Here, the radius of the first circle ($r_1$) = 10 cm And the radius of the second circle ($r_2$) = 5 cm PQ is the direct common tangent of those two circles of centres O1 and O2, respectively. We know,
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