Correct Answer: CIFFROE

Solution : Given:
MANAGER is written as GANARME.

Follow the pattern to obtain the required code –
 
Thus, MANAGER is coded as GANARME.
Similarly, follow the same pattern for OFFICER –

So, OFFICER is coded as CIFFROE. Hence, the fourth option is correct 

Correct Answer: tu

Solution : Given:
1. how are you ⇒ si de tu
2. you are fine ⇒ de mu si

By comparing all the above-coded sentences, we find that –
In sentences 1 and 2, are and you are common words and de and si are common codes.
The remaining word and the code in sentence 1 are how and tu.

So, how will be coded as tu. Hence, the second option is correct.

Correct Answer: 6 : 7

Solution : Let the cost price of the mobile phone as $x$. 
Given that a profit of 12% is made when the mobile phone is sold at Rs. P.
$P = x + 0.12x = 1.12x$
And there is a 4% loss when the phone is sold at Rs. Q.
$Q = x - 0.04x = 0.96x$
$\frac{Q}{P} = \frac{0.96x}{1.12x} = \frac{0.96}{1.12} = \frac{24}{28} = \frac{6}{7}$
Hence, the correct answer is 6 : 7.

Correct Answer: Persian

Solution : The correct answer is Persian.

The work of Raja Ram Mohan Roy, titled "Gift to Monotheists," was originally written in Persian. He was a prominent Indian social reformer and intellectual who wrote and translated various works to promote monotheism and religious reform during the 19th century. Persian was a significant language for intellectual and literary discourse during that time, and many of his writings were in Persian, which allowed them to reach a broader audience in India and beyond.

Correct Answer: 536435

Solution : Given:
1. MOTION ⇒ 136435
2. ONION ⇒ 35435

By comparing the above-coded words, we find that –
M→1; O→3; T→6; I→4; N→5 

So, NOTION will be coded as 536435. Hence, the fourth option is correct.

Correct Answer: 3423

Solution : Given:
YOU is written as 7878 and GO is written as 108.

Multiply the positional value of letters and add 3 to the resultant of YOU, to obtain the required code –
Y→25; O→15; U→21
(25 × 15 × 21) + 3 = 7878
Thus, YOU is coded as 7878
And in, Go is written as 108 –
G→7; O→15
(7 × 15) + 3 = 108
Similarly, follow the same pattern for SIT –
 S→19; I→9; T→20
(19 × 9 × 20) + 3 = 3423

So, SIT is coded as 3423. Hence, the first option is correct.

Correct Answer: Unsatisfactory

Solution : The correct choice is the third option.

In the given passage, the antonym of perfect is unsatisfactory. The passage refers to the pressure of presenting a perfect life online, and 'unsatisfactory' contrasts with that by indicating something that is not ideal or fulfilling.

The meanings of the other words are:

• Limited: Restricted in size, amount, or extent; not extensive or wide-ranging.
• Laughable: So ludicrous as to be amusing; deserving laughter or scorn.
• Troublesome: Causing difficulty or annoyance; problematic.

Correct Answer: tu

Solution : Given:
1. nu vu du⇒Please ask Hamza
2. hu du ru⇒Give water please
3. tu vu ru⇒Give Hamza Book

By comparing all the three coded sentences, we find that –
In sentences 1 and 2, please and du are common.
In sentences 2 and 3, Give and ru are common.
In sentences 1 and 3, Hamza and vu are common.
The remaining words and codes in sentence 1 are ask and nu; in sentence 2 are water and hu; in sentence 3 are Book and tu.
Finally, please⇒du; Give⇒ ru; Hamza⇒vu; ask⇒nu; water⇒hu; Book⇒tu

So, the code for Book is tu. Hence, the third option is correct.

Correct Answer: Srimanta Sankardev

Solution : The correct answer is Srimanta Sankardev.

The Vaishnava sage Sankaradev is credited with introducing the Sattriya dance in its current form. The Sattras, or Vaishnava monasteries, are the source of the art form's name. This dancing style was introduced by Sankardev, who combined his unique perspective with local traditional dance and diverse aspects from different treatises.

Correct Answer: Both I and II

Solution : The correct answer is Both I and II.

A form of governance known as community government gives different social groups the power to run their community's affairs. No matter where they reside, members of the same linguistic community cast ballots for them. This government may make decisions about linguistic, educational, and cultural issues.