Correct Answer: Lord Curzon

Solution : The correct answer is Lord Curzon.

Lord Curzon was passionate about preserving India's historic monuments from the past. March 18, 1904, saw the passing of the Ancient Monuments Preservation Act, 1904. A law was passed to ensure the preservation of historic sites and other items with archaeological, historical, or artistic value. It was approved when Lord Curzon was in power.

Correct Answer: A, B and C only

Solution : The correct answer is A, B and C only.

Narikkurava tribe is an indigenous tribe belonging to the state of Tamil Nadu. These people used the Indo-Aryan language. Hattee community is the community that belongs to the Himachal Pradesh state. These people mainly reside near the border of Himachal Pradesh and Uttarakhand border. Kadu Kuruba community resides in the states of Karnataka, Tamil Nadu, Andhra Pradesh and Telangana. In these three communities in 2022 amendments Acts were given the status of Schedules Tribes.

Correct Answer: Only conclusions I and III follow

Solution : The possible Venn diagram, according to the given statements is as follows –

Let's analyse the conclusions –
Conclusion I: Some erasers are pencils – In the Venn diagram, it is clear that the circles that represent erasers and pencils intersect and have a part of their area in common. So, some erasers are pencils is a true conclusion.
Conclusion II: All pens are books – In the Venn diagram, it is clear that there is no definite relation between pens and books. Therefore, this conclusion does not follow.
Conclusion III: Some erasers are pens – From the Venn diagram, it is evident that some parts of the circle representing erasers lie outside the circle representing pens while some lie inside. So, it can be concluded that some erasers are pens.

​​​​So, the only conclusions I and III follow. Hence, the third option is correct.

Correct Answer: ISZ

Solution : Given:
DNU, ?, NXE, SCJ, XHO

In the above-given series, add 5 to the place value of each letter of the previous term to get the next term.
First letter of the series→D + 5 = I; I + 5 = N; N + 5 = S; S + 5 = X
Second letter of the series→N + 5 = S; S + 5 = X; X + 5 = C; C + 5 = H
Third letter of the series→U + 5 = Z; Z + 5 = E; E + 5 = J; J + 5 = O

So, ISZ is the missing term of the series. Hence, the fourth option is correct.

Correct Answer: Microsoft Power Point

Solution : The correct answer is Microsoft Power Point.

Microsoft PowerPoint is a Microsoft Office tool that is especially built for creating presentations. It has a variety of tools and capabilities for making slideshows, including text, photos, graphics, animations, and transitions, and delivering presentations in a variety of formats. PowerPoint is extensively used for making professional and aesthetically appealing presentations in business, education, and other industries.
 

Correct Answer: National Film Award

Solution : The correct answer is the National Film Award.

Birju Maharaj was awarded the National Filmfare Award in 2012. He won the award for best choreography for the movie Unnai Kaanadhu Naan. He received Padma Vibhushan, India's second highest civilian in 1986.

Correct Answer: Fusion

Solution : The correct option is Fusion.

The melting process is also known as "fusion". Melting, also known as fusion, is the phase transition in which a solid substance becomes a liquid owing to a rise in temperature. During melting, the particles absorb enough heat energy to overcome the forces keeping them together, allowing them to move more freely and transform into a liquid. For example, fusion or melting occurs when a solid ice cube turns into liquid water when it absorbs heat.

Correct Answer: 87975

Solution : If we divide 87501 by 765, we will get a remainder of 291.
So, the number greater than 87501 and divisible by 765 = 87501 – 291 + 765 = 87975
Hence, the correct answer is 87975.

Correct Answer: 1225

Solution : Let the two equal instalments be $P_1$ and $P_2$
Given: $P_1 + P_2 = 1500$ and rate of interest $(R)= 40 \%$
Since annual instalments are equal,
So, $P_1(1+\frac{R}{100})=P_2(1+\frac{R}{100})(1+\frac{R}{100})$
⇒ $\frac{P_1}{P_2}=1+\frac{R}{100}=1+\frac{40}{100}=1+\frac{2}{5}=\frac{7}{5}$
⇒ $P_2 = \frac{5P_1}{7}$
Now, $P_1 + P_2 = 1500$
⇒ $P_1+\frac{5P_1}{7}= 1500$
⇒ $\frac{12P_1}{7}= 1500$
⇒ $P_1 = \frac{1500×7}{12}=875$
Installments = $P_1(1+\frac{R}{100})=875(1+\frac{40}{100})=875×\frac{7}{5}=1225$
Hence, the correct answer is 1225.

Correct Answer: (15, 405, 9)

Solution : Given:
(14, 378, 9); (18, 432, 8)

In the given set of numbers, multiply the first and third numbers by 3 to get the second number.
(14, 378, 9)→14 × 9 × 3 = 378
(18, 432, 8)→18 × 8 × 3 = 432
Let's check the options –
First option: (5, 125, 8)→5 × 8 × 3 = 120 ≠ 125
Second option: (15, 405, 9)→15 × 9 × 3 = 405
Third option: (15, 305, 7)→15 × 7 × 3 = 315 ≠ 305
Fourth option: (11, 265, 8)→11 × 8 × 3 = 264 ≠ 265

So, only the second option follows the same pattern as followed by the given set of numbers. Hence, the second option is correct.