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Standard VI
History
Madhavacharya
Consider the ...
Question

Consider the following statements.
1. 'Bijak' is a composition of the teaching of Saint Dadu Dayal.
2. The Philosophy of Pushti Marg was Propounded by Madhavacharya.
Which of the statement given above are correct?

A
Only 1
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B
Only 2
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C
Both 1 and 2
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D
Neither 1 nor 2
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Solution

The correct option is A Only 1
Madhavacharya (1199-1278) propounded Dvaita or dualism. According to him, the world is not Maya (illusion) but a reality with distinctions. God is independent of matter and soul. The philosophy called Pushtimarga (the path of grace) was introduced by Vallbhacharya.

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Q. Consider the following statements:
1. 'Bijak' is a composition of the teaching at Saint Dadu Dayal.
2. The Philosophy of Pushti Marg was propounded by Madhavacharya.
Which of the statement given above is/are correct?

Q.

Q. With reference to Bhakti Movement, consider the following statements:

Which of the statements given above is/are correct?



  1. 1 only

  2. 2 only

  3. Neither 1 Nor 2

  4. Both 1 and 2
Q. <!--td {border: 1px solid #ccc;}br {mso-data-placement:same-cell;}--> Consider the following statements about Vaisheshika philosophy:

1. It was propounded by Kannada Rishi
2. It propounded theory of Atom

Which of the above statements is / are correct?
Q. <!--td {border: 1px solid #ccc;}br {mso-data-placement:same-cell;}--> Consider the following statements about Vedanta philosophy:

1. It was propounded by Badrayana
2. Brahmasutra forms its basic text

Which of the above statements is / are correct?
Q. Q. With reference to the Bhakti movement, which of the following statements are incorrect?Select the correct answer using the codes given below:

Q. भक्ति आंदोलन के संदर्भ में, निम्नलिखित कथनों में से कौन सा/से गलत है/हैं?
  1. बीजक संत दादू दयाल की शिक्षाओं का संकलन है।
  2. पुष्टिमार्ग का दर्शन माधवाचार्य द्वारा प्रतिपादित किया गया था।
  3. अद्वैत वेदांत सिद्धांत आदि शंकराचार्य द्वारा प्रतिपादित किया गया था।
निम्नलिखित कूट का प्रयोग कर सही उत्तर का चयन कीजिए:

  1. 2 only
    केवल 2

  2. 1 only
    केवल 1

  3. 1 and 2 only
    केवल 1 और 2

  4. 2 and 3 only
    केवल 2 और 3
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