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The correct answer is Indian National Space Promotion and Authorization Centre (IN-SPACe).

Key Points

• IN-SPACe was established by the Government of India to act as a regulatory and promotional body for private sector participation in India's space activities.
• It was announced by the Indian government in June 2020 as part of reforms to open up the space sector to private players.
• IN-SPACe operates under the aegis of the Department of Space (DoS) and facilitates non-governmental entities in their engagement with space activities.
• The organization ensures the level playing field for private industries, universities, and startups to conduct space-related operations alongside the Indian Space Research Organisation (ISRO).
• Its primary role includes authorization, promotion, and hand-holding of private sector entities in space exploration, satellite development, and launch vehicle creation.

Additional Information

• Indian Space Research Organisation (ISRO):
• ISRO is India's national space agency headquartered in Bengaluru and operates under the Department of Space.
• It was established in 1969 and is responsible for space exploration, satellite deployment, and development of launch vehicles.
• Key achievements include the Mangalyaan (Mars Orbiter Mission), Chandrayaan missions, and the PSLV (Polar Satellite Launch Vehicle).
• Department of Space (DoS):
• The DoS oversees the space program in India and formulates policies related to space activities.
• It manages the coordination between various space organizations, including ISRO and IN-SPACe.
• Space Applications Centre (SAC):
• SAC is a major center of ISRO located in Ahmedabad, Gujarat.
• It specializes in the development of payloads for satellites and conducts research in areas such as communication, remote sensing, and space sciences.
• Role of IN-SPACe:
• IN-SPACe acts as a single-window mechanism to allow private entities to use ISRO’s facilities and technical expertise.
• It provides technical guidance and facilitates the sharing of infrastructure for satellite launches and manufacturing.
• It also ensures compliance with national security and international obligations while promoting private sector growth.

Important Points

• Space Sector Reforms in India:
• In 2020, the Government of India introduced reforms to encourage private sector participation in space activities.
• These reforms aim to develop a robust ecosystem for space technologies and innovation.
• Key Features of IN-SPACe:
• IN-SPACe functions as a bridge between ISRO and private companies, ensuring equitable access to space resources.
• It plays a crucial role in advancing India’s space exploration goals and developing indigenous capabilities for global competitiveness.

The correct answer is Odisha School.

Key Points

• The Jagamohan refers to the assembly hall or porch of a temple in the Kalinga or Odisha School of temple architecture. It serves as the area where devotees congregate before proceeding to the sanctum sanctorum (garbhagriha).
• The Kalinga School, which flourished in the region of modern-day Odisha, is renowned for its unique style, and the temples constructed in this tradition are characterized by their distinct architectural components.
• In Odisha temples, the Jagamohan is often rectangular or square in shape and is distinguished by its pyramidal roof structure, which is an essential feature of this architectural school.
• The Jagamohan is positioned in front of the sanctum and complements the main tower (shikhara or deul). These two structures together form the essential components of Odisha temples, such as the Sun Temple in Konark and the Lingaraja Temple in Bhubaneswar.
• The Odisha School of temple architecture is particularly noted for its intricate carvings and detailed ornamentation, which extend to the Jagamohan, making it a significant architectural and cultural element.

Additional Information

• Features of Odisha School of Architecture:
• The temples typically consist of three major components: the Deul (sanctum sanctorum), the Jagamohan (assembly hall), and the Natmandir (dance hall). The Bhogmandir (offering hall) is also an additional component in many cases.
• The Deul has a curvilinear spire (rekha deul) that rises vertically and tapers at the top. The Jagamohan is rectangular or square with a pyramidal roof, as mentioned earlier.
• The walls of the temples are adorned with highly intricate carvings, which include depictions of deities, mythical creatures, floral motifs, and scenes from epics like the Ramayana and Mahabharata.
• Prominent examples of this architectural style include the Konark Sun Temple, Jagannath Temple in Puri, and the Lingaraja Temple in Bhubaneswar.
• Other Schools of Temple Architecture (Options Provided):
• Solanki School: This school is associated with Gujarat and includes temples like the Modhera Sun Temple. It is characterized by its intricately carved toranas (arched gateways) and elaborate stepwells (vavs).
• Pala School: Flourishing in Bengal and Bihar under the Pala dynasty, this school emphasized Buddhist architecture. Monasteries like Vikramashila and Somapura Mahavihara are notable examples.
• Khajuraho School: Associated with the Chandela dynasty in Madhya Pradesh, it is renowned for its exquisite sculptures and erotic carvings. Temples like the Kandariya Mahadev and Lakshmana Temple are prominent examples.
• Important Points:
• The Kalinga temples are unique in their layout, consisting of a single axis with the sanctum, Jagamohan, and other components aligned in a linear pattern.
• The Kalinga architecture emphasizes verticality, with the Deul rising prominently above the rest of the structure.
• The Jagamohan serves both a functional and aesthetic purpose, providing space for rituals and enhancing the temple's grandeur.

Given:

Radhe starts from Point A and drives 32 km towards west.

Then, he takes a left turn and drives 30 km.

Next, he turns left and drives 49 km, then takes a left turn and drives 46 km.

Finally, he takes a final left turn and drives 17 km and stops at Point P.

So, Point P is 16 km North from his starting point A. To reach Point A again, he must drive 16 km to the South.

Hence, the correct answer is Option 1.

Shortcut Trick

For two supplementary angles, their total sum is always 180°.

Smaller angle = (Sum − Difference) ÷ 2

Smaller angle = (180° − 16°) ÷ 2

Smaller angle = 164° ÷ 2 = 82°

∴ The correct answer is 82°.

Alternate Method

  x x + 16° A B C O Straight Angle = 180°

Given:

The two angles are supplementary.

The larger angle is 16° more than the smaller angle.

Concept Used:

The sum of adjacent angles on a straight line (supplementary angles) is exactly 180°.

Calculation:

⇒ Let the smaller angle be x.

⇒ Then, the larger angle = x + 16°

⇒ Sum of supplementary angles = 180°

⇒ x + (x + 16°) = 180°

⇒ 2x + 16° = 180°

⇒ 2x = 180° − 16°

⇒ 2x = 164°

⇒ x = 164° ÷ 2

⇒ x = 82°

∴ The correct answer is 82°.

Additional Information

Supplementary Angles

Two angles are supplementary if their sum is exactly 180°. When placed adjacent to each other, they form a straight line or linear pair.

Complementary Angles

Two angles are complementary if their sum is exactly 90°, forming a right angle when combined.

Vertically Opposite Angles

When two straight lines intersect, the angles directly opposite to each other are equal. These pairs are independent of the supplementary linear pairs formed along each line.

Shortcut Trick

We know that, Product of two numbers = H.C.F. × L.C.M.

⇒ 245 × Second Number = 49 × 490

⇒ Second Number = (49 × 490) ÷ 245

⇒ Second Number = 490 ÷ 5 = 98

∴ The correct answer is 98.

Alternate Method

Given:

H.C.F. of two numbers = 49

L.C.M. of two numbers = 490

First number = 245

H.C.F. = 49 L.C.M. = 490 First Number = 245 Second Number = ? × × =

Formula Used:

First Number × Second Number = H.C.F. × L.C.M.

Calculations:

Let the second number be x.

⇒ 245 × x = 49 × 490

⇒ x = (49 × 490) ÷ 245

⇒ x = 490 ÷ (245 ÷ 49)

⇒ x = 490 ÷ 5

⇒ x = 98

∴ The correct answer is 98.

Additional Information

Product of Numbers Rule

For any two numbers a and b, the product of their H.C.F. and L.C.M. is always equal to the product of the numbers. Formula: a × b = H.C.F. × L.C.M.

Co-prime Numbers

Two numbers are said to be co-prime if their H.C.F. is 1. The L.C.M. of two co-prime numbers is always equal to their product.

Fractions H.C.F. & L.C.M.

H.C.F. of fractions = (H.C.F. of Numerators) ÷ (L.C.M. of Denominators). L.C.M. of fractions = (L.C.M. of Numerators) ÷ (H.C.F. of Denominators).

The logic followed here is:

Thus, the missing term in the series is 96.

Hence, the correct answer is "Option 4";

Given:

 

1. There are 7 people. Only three people sit to the left of E. 
2. Only O sits to the right of G. 
3. Only three people sit between G and F.
4. Q sits left of P but right of D (D < Q < P). 

 

Thus, there are three people (F, Q, E) sitting between D and P.

Hence, the correct answer is "Option 2".

Shortcut Trick

Total capacity = LCM(99, 90, 50) = 4950 units.

Efficiency of A = 4950 ÷ 99 = 50 units/min.

Efficiency of B = 4950 ÷ 90 = 55 units/min.

Net efficiency of (A + B + C) = 4950 ÷ 50 = 99 units/min.

Efficiency of C = 99 − (50 + 55) = −6 units/min.

Time taken by C = 4950 ÷ 6 = 825 min.

∴ The correct answer is 825 min.

Alternate Method

Given:

Time taken by Pipe A to fill the cistern = 99 min

Time taken by Pipe B to fill the cistern = 90 min

Time taken by all three pipes (A + B + C) to fill the cistern = 50 min

Concept Used:

Total capacity = LCM of individual time taken

Efficiency = Total capacity ÷ Time taken

Calculation:

⇒ Let the efficiency of emptying Pipe C be E_c.

⇒ Total Efficiency = Efficiency of A + Efficiency of B + Efficiency of C

⇒ 99 = 50 + 55 + E_c

⇒ 99 = 105 + E_c

⇒ E_c = 99 − 105

⇒ E_c = −6 units/min

⇒ The negative sign indicates that Pipe C is an emptying pipe.

⇒ Time taken by Pipe C to empty the completely filled cistern = Total Work ÷ Efficiency of C

⇒ Time = 4950 ÷ 6

⇒ Time = 825 min

∴ The correct answer is 825 min.

Additional Information

Pipes & Cisterns Concept

If a pipe can fill a tank in x hours and another can empty it in y hours (where y > x), then the net part of the tank filled in 1 hour is (1/x) − (1/y).

Work & Wages

Wages are distributed in proportion to the total work done. If multiple people work for the exact same number of days, their wages are divided in the direct ratio of their efficiencies.

Alternate Working

When workers or pipes operate on alternate days or hours, calculate the combined work done in one complete cycle before multiplying it to approach the total required work without exceeding it.

The correct answer is Afghanistan, Bangladesh, and Pakistan.

Key Points

• The Citizenship (Amendment) Act, 2019 (CAA) was passed by the Parliament of India in December 2019. It amends the Citizenship Act of 1955.
• The Act specifically provides citizenship to migrants belonging to Hindu, Sikh, Buddhist, Jain, Parsi, and Christian communities from Afghanistan, Bangladesh, and Pakistan who entered India on or before December 31, 2014.
• These migrants are eligible for citizenship if they faced religious persecution or fear of persecution in their home countries. Hence, option 3 is correct.
• The Act excludes Muslim migrants from the eligibility criteria, making it controversial and widely debated.
• The CAA does not apply to tribal areas covered under the Sixth Schedule of the Constitution and the areas under the Inner Line Permit regime in states like Arunachal Pradesh, Mizoram, Nagaland, and Manipur.

Additional Information

• Afghanistan, Bangladesh, and Pakistan:
• Afghanistan: Afghanistan has a history of religious persecution, especially of minorities like Hindus and Sikhs, due to prolonged conflict and Taliban rule.
• Bangladesh: Religious minorities in Bangladesh, particularly Hindus, have faced persecution post-partition and during the 1971 Bangladesh Liberation War.
• Pakistan: Religious minorities such as Hindus, Sikhs, and Christians have faced systemic discrimination and violence in Pakistan.
• Controversy around CAA:
• The exclusion of Muslim migrants has been criticized as discriminatory and against the secular ethos of the Indian Constitution.
• Opponents argue that the Act contradicts Article 14, which guarantees equality before the law to all persons.
• Supporters claim the Act provides a safe haven for persecuted minorities from neighboring countries.
• Inner Line Permit and Tribal Areas:
• The Act does not apply to areas under the Inner Line Permit, which regulates entry into certain northeastern states to protect indigenous communities.
• Similarly, tribal areas governed under the Sixth Schedule are exempt from the Act, ensuring protection of tribal rights.
• Historical Context:
• The partition of India in 1947 and subsequent wars led to large-scale migration and religious persecution in the region.
• The CAA aims to address the plight of refugees who have been living in India for decades without legal status.

Important Points

• Eligibility for Citizenship: Migrants must have entered India on or before December 31, 2014, and must not be residing in restricted areas.
• Exemptions: The Act excludes Muslims and applies only to specific religious minorities from Afghanistan, Bangladesh, and Pakistan.
• Criticism: The Act has sparked protests across India, with critics citing concerns about secularism and equality under the Constitution.
• Legal Challenges: The Act has been challenged in the Supreme Court of India, and its constitutionality remains a topic of debate.

The correct answer is Flash ROM.

Key Points

• Flash ROM (Read-Only Memory) is a type of non-volatile memory, meaning it retains data even when the power is turned off.
• It is commonly used for storing firmware, which is the low-level software that directly controls hardware in embedded systems like microcontrollers, routers, and IoT devices.
• Flash memory allows for electrical erasing and reprogramming, making it ideal for systems that require periodic updates or changes to the firmware.
• Unlike volatile memory such as DRAM and SRAM, Flash ROM does not lose its content when the device is powered down.
• Flash ROM is more cost-effective and has a higher storage density compared to other types of non-volatile memory like EEPROM, making it a popular choice for embedded applications.

Additional Information

• DRAM (Dynamic Random-Access Memory):
• DRAM is a type of volatile memory, meaning it loses its data when the power is turned off.
• It is mainly used as main memory in computers and other high-speed devices due to its fast read/write capabilities.
• DRAM is not suitable for firmware storage as it requires constant power to retain data.
• L3 Cache:
• L3 (Level cache is a type of volatile memory that is used as a high-speed buffer between a computer’s processor and its main memory (DRAM).
• It is designed to improve the performance of CPUs by reducing data access times but is not used for firmware storage.
• SRAM (Static Random-Access Memory):
• SRAM is another type of volatile memory that is faster but more expensive than DRAM.
• It is typically used in cache memory or small embedded systems but is not suitable for firmware storage due to its volatility.
• Flash Memory Characteristics:
• Flash ROM comes in two primary types: NAND and NOR Flash.
• NAND Flash is widely used in storage devices like SSDs and USB drives due to its high capacity and speed.
• NOR Flash is preferred for firmware storage as it allows random access and is highly reliable for executing code directly from the memory.
• Applications of Flash ROM:
• Used in embedded systems like microcontrollers, IoT devices, and automotive electronics for firmware storage.
• Commonly found in devices like smartphones, digital cameras, and gaming consoles for data storage.
• Provides a balance between cost, speed, and reliability for non-volatile storage needs.

Important Points

• Firmware:
• Firmware is a type of software that provides low-level control for a device's specific hardware.
• It is typically stored in non-volatile memory like Flash ROM to ensure it persists even when the device is powered off.
• Firmware updates are critical for fixing bugs, adding new features, or improving device performance.
• Embedded Controllers:
• Embedded controllers are specialized microcontrollers used to manage specific tasks within a larger electronic system.
• Examples include ECUs in automobiles, industrial automation systems, and smart appliances.
• Flash ROM is crucial for storing the firmware that controls these embedded systems.