Question
Which of the following Buddhist sages had initiated the
Indo-Greek king Menander into Buddhism?Solution
Nagasena was a Buddhist sage and scholar who initiated Menander I (Milinda), a prominent Indo-Greek king, into Buddhism. Their dialogue is recorded in the Milinda Panha (Questions of King Milinda), which illustrates key Buddhist teachings. Key Points: 1. Menander I was a powerful Indo-Greek king who ruled from 165–130 BCE. 2. Nagasena used logical and philosophical reasoning to explain Buddhism. 3. Milinda Panha is a classic text in Buddhist literature. 4. Menander is considered a Buddhist arhat by some traditions. 5. His conversion marked a cultural bridge between Greek and Indian philosophies. Bee Facts: • (a) Sariputra: An important early disciple of Buddha but not related to Menander. • (b) Nagasena: Famous for his dialogue with Menander. • (c) Asvaghosa: A poet and dramatist, author of Buddhacharita. • (d) Vasubandhu: A Buddhist philosopher from the 4th–5th century CE, known for Yogacara philosophy.
Statements :
Only a few Harpic is Lizol.
Only a few Lizol is Detergent.
No Harpic is Pesticide.
Conclusion :
I. Ev...
Statements:
Only a few Song are Music
Only Music are Composer
No Lyric are Music
Conclusions:Statements:
All milk are tea.
Some tea are coffee.
Conclusions
I. Some tea are milk.
II. Some coffee are milk.
Statement:
Some twos are threes
No four is ten
Only a few tens are threes
Conclusion:
I. No three is four
II. ...
In the question below there are three statements followed by two conclusions I and II. You have to take the three given statements to be true even if t...
In the following question, some conclusions are given and some statements are given you have to take the given conclusions to be true even if they seem...
Statements: All boxes are cups.
All chairs are cups.
All cups are mirrors.
All tables are mirrors.
Conclusions:I. some table...
Statement :
All hotels are rooms.
All rooms are flats.
All flats are buildings.
No building is apartments.
Conclusi...
Statements:No town is a city.
All cities are islands.
Conclusions:I. No island is a town. Â
II. All islands are cities.
Statements: Some doors are windows.
No window is a hole.
Conclusions: I. No hole is a door.
II. Some doors are holes.
...
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