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m ≠ 0, p ≠ 0 and m = n = p
  • a)
    1
  • b)
    p2p
  • c)
    p2p + 1
  • d)
    p3p
Correct answer is option 'A'. Can you explain this answer?
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m ≠ 0, p ≠ 0andm = n = pa)1b)p2pc)p2p + 1d)p3pCorrect answer is ...
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m ≠ 0, p ≠ 0andm = n = pa)1b)p2pc)p2p + 1d)p3pCorrect answer is ...
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m ≠ 0, p ≠ 0andm = n = pa)1b)p2pc)p2p + 1d)p3pCorrect answer is ...
Since, m=n=p and denominators can't be zero that's why m and p are not equals to zero
by here we can write every term same. so the quotient is 1.
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