Which of the following writs may be issued to enforce a Fundamental Right ?

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Which of the following writs may be issued to enforce a Fundamental Right ?

AHabeas Corpus

BMandamus

CProhibition

DCertiorari

Akhilesh ? Mar 20 '25 at 21:02

correct answer is: a: Habeas Corpus
Explanation: The writ of Habeas Corpus is specifically used to enforce Fundamental Rights, particularly the right to personal liberty under Article 21 of the Indian Constitution. It ensures that a person is not unlawfully detained.

• OPTION a: Habeas Corpus: This writ is used to protect against unlawful detention and directly enforces Fundamental Rights related to personal liberty.
• OPTION b: Mandamus: This writ compels a duty to be performed but is not specifically for enforcing Fundamental Rights.
• OPTION c: Prohibition: It prevents a lower court from exceeding its jurisdiction, not directly related to Fundamental Rights.
• OPTION d: Certiorari: It corrects decisions of lower courts but isn't specifically for Fundamental Rights enforcement.

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In an organization, 40% of the employees are matriculates, 50% ofthe remaining are graduates and remaining 180 are post-graduates. How many employees are graduates ?

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In an organization, 40% of the employees are matriculates, 50% ofthe remaining are graduates and remaining 180 are post-graduates. How many employees are graduates ?

A360

B240

C180

D300

Akhilesh ? Mar 20 '25 at 21:00

Correct answer is: 180
Explanation: Let the total number of employees be $T$
- 40% of $T$ are matriculates: $0.4T$
- Remaining employees: $60\%$ of $T$ = $0.6T$
- 50% of these remaining employees are graduates: $0.5 \times 0.6T = 0.3T$
- The remaining 50% are post-graduates: $0.3T = 180$
- Solving for $T$: $0.3T = 180$ → $T = 600$
- Therefore, the number of graduates is $0.3 \times 600 = 180$

• OPTION a (360): Incorrect, as it does not match the calculated number of graduates.
• OPTION b (240): Incorrect, as it does not match the calculated number of graduates.
• OPTION c (180): Correct, as it matches the calculated number of graduates.
• OPTION d (300): Incorrect, as it does not match the calculated number of graduates.

 

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A man has Rs. 480 in the denominations of one-rupee notes, five-rupee notes and ten-rupee notes. The number of notes are equal. What is the total number of notes ?

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A man has Rs. 480 in the denominations of one-rupee notes, five-rupee notes and ten-rupee notes. The number of notes are equal. What is the total number of notes ?

A60

B90

C75

D45

Akhilesh ? Mar 18 '25 at 22:54

correct answer is: 90
Explanation: Let the number of each type of note be $n$. The total amount from each type is $1n + 5n + 10n = 16n$. Setting this equal to 480 gives $n = 30$. Thus, the total number of notes is $3 \times 30 = 90$.

• Option a (60): Incorrect, as $16 \times 60 = 960$, which exceeds 480.
• Option b (90): Correct, as explained above.
• Option c (75): Incorrect, as $16 \times 75 = 1200$, which is too high.
• Option d (45): Incorrect, as $16 \times 45 = 720$, which is also too high.

 

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The least perfect square number which is divisible by 3, 4, 5, 6 and 8 is

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The least perfect square number which is divisible by 3, 4, 5, 6 and 8 is

A900

B1600

C2500

D3600

Akhilesh ? Mar 18 '25 at 22:52

correct answer is: 3600
Explanation: To find the least perfect square divisible by 3, 4, 5, 6, and 8, we first determine the least common multiple (LCM) of these numbers. The prime factorizations are: - 3 = $3^1$ - 4 = $2^2$ - 5 = $5^1$ - 6 = $2^1 \times 3^1$ - 8 = $2^3$ The LCM is obtained by taking the highest powers of all primes: - $2^3$ - $3^1$ - $5^1$ Thus, LCM = $2^3 \times 3^1 \times 5^1 = 120$. To make this a perfect square, all exponents in its prime factorization must be even. Therefore, we multiply by $2^1 \times 3^1 \times 5^1$ to get: - $2^4 \times 3^2 \times 5^2 = 3600$. This is the smallest perfect square divisible by all the given numbers.

• Option a (900): Not divisible by 8 ($2^3$).
• Option b (1600): Not divisible by 3 or 6.
• Option c (2500): Not divisible by 3, 6, or 8.
• Option d (3600): Divisible by all and is a perfect square.

 

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Which of thefollowing is nota Free Trade Zone?

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Which of thefollowing is nota Free Trade Zone?

AKandla

BMumbai

CVisakhapatnam

DTrivandrum

Akhilesh ? Mar 18 '25 at 22:46

correct answer is: d
Explanation: Among the given options, Trivandrum is not designated as a Free Trade Zone. Kandla, Mumbai, and Visakhapatnam are known to have FTZs due to their significant port activities and strategic roles in trade. Trivandrum, while having a port, isn't recognized as an FTZ.

• Option a (Kandla): Kandla is a major port and an FTZ.
• Option b (Mumbai): Mumbai has specific FTZ areas within the city.
• Option c (Visakhapatnam): Visakhapatnam is a major port with FTZ designation.
• Option d (Trivandrum): Trivandrum is not recognized as an FTZ.

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India had a plan Holiday For Its '5 year plan'

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India had a plan Holiday For Its '5 year plan'

AChina-India war of 1962

BDraught of 1966

CPakistan war of 1971

DPakistan war of 1965

Akhilesh ? Mar 18 '25 at 22:33

The correct answer is B Draught of 1966.

Here's why:

• The Third Five-Year Plan (1961-1966) faced significant challenges including the China-India war of 1962 and the Pakistan war of 1965. These events strained the economy and diverted resources towards defense.
• However, the most significant reason for the "plan holiday" (1966-1969) was the severe drought of 1966. This led to a major agricultural crisis, food shortages, and widespread economic disruption.

While the wars of 1962 and 1965 had an impact, the immediate trigger for the postponement of the Fourth Five-Year Plan and the adoption of annual plans (the "plan holiday") was the agricultural devastation caused by the 1966 drought. The Pakistan war of 1971 occurred much later.

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Match the following A. Manas I. Hangul B. Dachigam II. Elephant C. Mudumalai III. Tiger D. Kaziranga IV. Rhinoceros

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Match the Following

National Parks	Animals
A. Manas	I. Hangul
B. Dachigam	II. Elephant
C. Mudumalai	III. Tiger
D. Kaziranga	IV. Rhinoceros

A $$\| \text{III} \ \text{II} \ \text{IV} \ \text{I} \|$$

B $$\| \text{III} \ \text{IV} \ \text{II} \ \text{I} \|$$

C $$\| \text{III} \ \text{I} \ \text{II} \ \text{IV} \|$$

D $$\| \text{I} \ \text{III} \ \text{IV} \ \text{II} \|$$

Akhilesh ? Mar 17 '25 at 23:37

correct answer is: option c
Explanation: The correct matches are: - Manas National Park is known for the Tiger (III). - Dachigam National Park is known for the Hangul (I). - Mudumalai National Park is known for the Elephant (II). - Kaziranga National Park is known for the Rhinoceros (IV). Thus, the correct sequence is III, I, II, IV.

• Option a: Incorrect as it places Rhinoceros with Manas.
• Option b: Incorrect as it misplaces multiple animals.
• Option c: Correct as it matches all parks with the right animals.
• Option d: Incorrect as it misaligns several animals.

The correct answer is option c.

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