If ai, where i=1,2,........9 are the squares of odd integers then a1 a2 a3a4 a5 a6a7 a8 a9 is a multiple of

=(2m+1)2(2n+1)2(2p+1)2(2q+1)2(2r+1)2(2s+1)2(2t+1)2(2u+1)(2v+1)2,put m=0,n=1,p=2,q=3,r=4s=5,t=6,u=7,v=8

If ai, where i=1,2,........9 are the squares of odd integers then a1 a2 a3a4 a5 a6a7 a8 a9 is a multiple of

=(2m+1)2(2n+1)2(2p+1)2(2q+1)2(2r+1)2(2s+1)2(2t+1)2(2u+1)(2v+1)2,put m=0,n=1,p=2,q=3,r=4s=5,t=6,u=7,v=8

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If a_i, where i=1,2,........9 are the squares of odd integers then $|\begin{array}{lll} a_{1} a_{2} a_{3} \\ a_{4} a_{5} a_{6} \\ a_{7} a_{8} a_{9} \end{array}|$ is a multiple of

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$= |\begin{array}{ccc} (2 m + 1)^{2} & (2 n + 1)^{2} & (2 p + 1)^{2} \\ (2 q + 1)^{2} & (2 r + 1)^{2} & (2 s + 1)^{2} \\ (2 t + 1)^{2} & (2 u + 1) & (2 v + 1)^{2} \end{array}|$ ,

put

$m = 0, n = 1, p = 2, q = 3, r = 4$

$s = 5, t = 6, u = 7, v = 8$

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If ai, where i=1,2,........9 are the squares of odd integers then a1 a2 a3a4 a5 a6a7 a8 a9 is a multiple of

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If a_i, where i=1,2,........9 are the squares of odd integers then $|\begin{array}{lll} a_{1} a_{2} a_{3} \\ a_{4} a_{5} a_{6} \\ a_{7} a_{8} a_{9} \end{array}|$ is a multiple of