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15 Views

Question : Directions: Sushala and Mala are sisters. Their mother Mahadevi has a brother named Vindhu. Vindhu is married to Saru. Saru has two sons, Dev and Ram. Bheem is the father-in-law of Saru. How is Bheem related to Mala?

Option 1: Uncle

Option 2: Father

Option 3: Brother-in-law

Option 4: Grandfather

Team Careers360 27th Jan, 2024

Correct Answer: Grandfather


Solution : As per the given information, the family tree will be as follows –

Here, the quadrilateral represents the male and the circular figure represents the female in the figure.

So, from the above family tree, Bheem is the grandfather of Mala. Hence, the fourth option

20 Views

Question : Directions: Raju ranks 10th from the top and Ravi ranks 21st from the bottom. If there are 3 students between them, how many students are there in the class? 

Option 1: 34

Option 2: 33

Option 3: 31

Option 4: 32

Team Careers360 27th Jan, 2024

Correct Answer: 34


Solution : Given:
Raju ranks 10th from the top and Ravi ranks 21st from the bottom. There are 3 students between Raju and Ravi.

Total number of students = 10 (Raju's rank) + 21 (Ravi's rank) + 3 (students between them)
Total number of students = 34

12 Views

Question : Directions: In the following question, select the related word from the given alternatives.
Nest : Bird :: Den : ? 

Option 1: Owl

Option 2: Lion

Option 3: Rat

Option 4: Goat

Team Careers360 27th Jan, 2024

Correct Answer: Lion


Solution : Given:
Nest : Bird :: Den : ? 

Like, birds live in nests.
Similarly, lions live in dens.

Hence, the second option is correct.

19 Views

Question : Find the value of $\frac{\cos A}{1+\sin A}+\frac{1+\sin A}{\cos A}+2$.

Option 1: $1+2 \sec A$

Option 2: $2-\sec A$

Option 3: $2+\sec A$

Option 4: $2(1+\sec A)$

Team Careers360 27th Jan, 2024

Correct Answer: $2(1+\sec A)$


Solution : Given: 
$\frac{\cos A}{1+\sin A}+\frac{1+\sin A}{\cos A}+2$
= $\frac{\cos^2A+1+\sin A+\sin A+\sin^2A}{(1+\sin A)(\cos A)}+2$
= $\frac{2+2\sin A}{(1+\sin A)(\cos A)}+2$
= $\frac{2(1+\sin A)}{(1+\sin A)(\cos A)}+2$
= $\frac{2}{\cos A}+2$
= $2\sec A+2$
= $2(1+\sec A)$
Hence, the correct answer is $2(1+\sec A)$.

166 Views

Question : The following sentence has been split into four segments. Identify the segment that contains a grammatical error.

I ate / the egg / yesterday for / my dinner.

Option 1: the egg

Option 2: yesterday for

Option 3: I ate

Option 4: my dinner

Team Careers360 26th Jan, 2024

Correct Answer: the egg


Solution : The correct choice is the first option.

The error in the original segment lies in the article used before "egg". The correct article is "an" instead of "the". This is because when referring to a singular, countable object like

17 Views

Question :

Leech is an ectoparasite on cattle, which is:

Option 1:

Carnivorous

Option 2:

Omnivorous

 

Option 3: Sanguivorous

 

Option 4: Herbivorous

Team Careers360 26th Jan, 2024

Correct Answer: Sanguivorous

 


Solution : The correct option is Sanguivorous.

Leeches are ectoparasitic creatures that feed on their hosts' blood and are classified as sanguivorous. When leeches infest cattle or other animals, they attach themselves to the host's skin, cause an incision with their specialised mouthparts, and then feed on

21 Views

Question : What smallest value must be added to 508, so that the resultant is a perfect square?

Option 1: 4

Option 2: 9

Option 3: 18

Option 4: 21

Team Careers360 27th Jan, 2024

Correct Answer: 21


Solution : 508 + $x$ = perfect square
The perfect square nearest to 508 is 529 = 232
$\therefore x$ = 529 – 508 = 21
Hence, the correct answer is 21.

26 Views

Question : If $\sqrt{x}=\sqrt{3}-\sqrt{5}$, then the value of $x^2-16x+6$ is:

Option 1: $0$

Option 2: $-2$

Option 3: $2$

Option 4: $4$

Team Careers360 27th Jan, 2024

Correct Answer: $2$


Solution : Given: $\sqrt{x}=\sqrt{3}-\sqrt{5}$
By squaring both the sides, we get,
$x=3+5-2\sqrt{15}$
⇒ $x-8=-2\sqrt{15}$
Again, squaring both the sides, we get,
$x^2-16x+64=60$
⇒ $x^2-16x+4=0$
$\therefore x^2-16x+6=2$
Hence, the correct answer is $2$.

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