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Prove the following, using properties of determinants : |(a+bx^2,c+dx^2,p+qx^2),(ax^2+b,cx^2+d,px^2+q),(u,v,w)|=(x^4-1)|(b,d,q),(a,c,p),(u,v,w)|

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Prove the following, using properties of determinants :

|(a+bx2,c+dx2,p+qx2),(ax2+b,cx2+d,px2+q),(u,v,w)|=(x4-1)|(b,d,q),(a,c,p),(u,v,w)|

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We have to prove

Multiplying R1 by x2 and dividing the determinant by x2 

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