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We have, R sits second to the left of P. Only two persons are sitting between P and N. From the above condition, there are two possibilities. Again we have, Only one person sits between N and M. M does not sit adjacent to P. The number of persons sits between P and M is the same as the number of persons sit between P and Q.
Again we have, The number of persons sits between R and N is one less than the number of persons sits between Q and M, when counted to the right of both R and M respectively M sits exactly in the middle of L and N. sits second to the right of L. From the above condition, case1 gets eliminated. Case 2 shows the final arrangement.
If {p2 + (2p2/5)} = 14p , p ≠ 0, then find the value of {p2 + (10/p) - 1}.
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Albela Sells Chocolates in the packs of 6 chocolates, 12 chocolates, 18 chocolates and 24 chocolates etc, but the rate is necessarily uniform. One day ...
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