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Evaluate the following : [[2,3,4],[1,-1,...

Evaluate the following : `[[2,3,4],[1,-1,3],[4,1,10]]`

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ARIHANT PUBLICATION-DETERMINANTS -ODISHA BUREAU.S TEXTBOOK SOLUTIONS (EXERCISE 5(A))
  1. Solve the following : [[2,2,x],[-1,x,4],[1,1,1]]=0

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  2. Solve the following : [[x,1,3],[1,x,1],[3,6,3]]=0

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  3. Evaluate the following : [[2,3,4],[1,-1,3],[4,1,10]]

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  4. Evaluate the following :[[x,1,2],[y,3,1],[z,2,2]]

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  5. Evaluate the following :[[x,1,-1],[2,y,1],[3,-1,z]]

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  6. Evaluate the following :[[a,h,g],[h,b,f],[g,f,c]]

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  7. Evaluate the following : [[8,-1,-8],[-2,-2,-2],[3,-5,-3]]

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  8. Evaluate the following : [[sin^2theta,cos^2theta,1],[cos^2theta,sin^2t...

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  9. Evaluate the following : [[-1,3,2],[1,3,2],[1,-3,-1]]

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  10. Evaluate the following : [[11,23,31],[12,19,14],[6,9,7]]

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  11. Evaluate the following : [[37,-3,11],[16,2,3],[5,3,-2]]

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  12. Evaluate the following : [[2,-3,4],[-4,2,-3],[11,-15,20]]

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  13. Show that x=1 is a solution of [[x+1,3,5],[2,x+2,5],[2,3,x+4]]=0

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  14. Show that (a+1) is a factor of abs([(a+1),2,3],[1,a+1,3],[3,-6,a+1])

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  15. Show that [[a1,b1,-c1],[-a2,b2,c2],[a3,b3,-c3]]= [[a1,b1,c1],[a2,b2,...

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  16. Prove that the following. [[a,b,c],[x,y,z],[p,q,r]]=[[y,b,q],[x,a,p],[...

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  17. Prove that |{:(1+a,1,1),(1,1+b,1),(1,1,1+c):}|=abc(1+1/a+1/b+1/c)or(ab...

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  18. Prove that the following. [[b+c,c+a,a+b],[q+r,r+p,p+q],[y+z,z+x,x+y]]=...

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  19. Prove that the following. [[(a+1)(a+2),a+2,1],[(a+2)(a+3),a+3,1],[(a+3...

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  20. Prove that the following. [[a+d,a+d+k,a+d+c],[c,c+b,c],[d,d+k,d+c]]=ab...

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