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Consider the following statements.
1. Majority of the Muslims in India are Shia
2. Christians and Muslims share Abraham as a common ancestor
Which of these statements are correct?
  • a)
    1 only
  • b)
    2 only
  • c)
    Both of them
  • d)
    Neither of them
Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
Consider the following statements.1. Majority of the Muslims in India ...
  • Although most Muslims in India are Sunni, Shia's presence is made known on Muharram when they reenact the gruesome death of Ali.
  • There were some moments in history when the religion went through changes and movements, which affected Islam's shape in the subcontinent.
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Community Answer
Consider the following statements.1. Majority of the Muslims in India ...
Understanding the Statements
The question evaluates two statements about Muslims and Christians, particularly in the Indian context. Let's analyze both:
Statement 1: Majority of the Muslims in India are Shia
- Incorrect: In India, the majority of Muslims are Sunni, not Shia.
- Breakdown: Estimates suggest that approximately 70-80% of Muslims in India identify as Sunni, while Shia Muslims constitute a smaller percentage, around 15-20%.
Statement 2: Christians and Muslims share Abraham as a common ancestor
- Correct: Both Christians and Muslims trace their religious lineage back to Abraham.
- Significance: Abraham is a pivotal figure in Judaism, Christianity, and Islam, often considered the father of monotheistic faiths. This connection highlights the shared heritage and theological foundations of these religions.
Conclusion
Based on the analysis:
- Only Statement 2 is correct.
- Therefore, the correct answer is option 'B'.
This understanding also reflects the broader context of religious identities and historical connections among these faiths.
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Consider the following statements.1. Majority of the Muslims in India are Shia2. Christians and Muslims share Abraham as a common ancestorWhich of these statements are correct?a)1 onlyb)2 onlyc)Both of themd)Neither of themCorrect answer is option 'B'. Can you explain this answer?
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