If possible find the sum of the matrics A and B, where
`A=[{:( sqrt(3),1),(2,3):}]"and" B=[{:(x,y,z) ,(a,b,c):}]`

If possible , find the sum of the matrices A and B , where A=[{:(sqrt(3),1),(2,3):}]andB=[{:(x,y,z),(a,b,c):}] .

If Possible , then find the sum of the matrices A and B , where A=[{:(sqrt(3),1),(2,3):}]andB=[{:(x,y,z),(a,b,c):}] .

If possible , find the sum of the matrices of A and B, where A = [(sqrt3,1),(2,3)] and b = [(x,y,z),(a,b,c)]

Find the sum of two matrices A and B , If A=[{:(1,sqrt(2)),(3,2):}]andB=[{:(3,-sqrt(2),),(4,,1):}]

Find x,y,z such that A=B where A=[[x-2,3,2z],[18z,y+2,6z]] and B=[[y,z,6] , [6y,x,2y]]

Find x ,\ y and z so that A=B , where A=[x-2 3 2z 18 z y+2 6z] , B=[y z6 6y x2y]

If the volume of tetrahedron A B C D is 1 cubic units, where A(0,1,2),B(-1,2,1) and C(1,2,1), then the locus of point D is a. x+y-z=3 b. y+z=6 c. y+z=0 d. y+z=-3

If the volume of tetrahedron A B C D is 1 cubic units, where A(0,1,2),B(-1,2,1)a n dC(1,2,1), then the locus of point D is a. x+y-z=3 b. y+z=6 c. y+z=0 d. y+z=-3

If the volume of tetrahedron A B C D is 1 cubic units, where A(0,1,2),B(-1,2,1)a n dC(1,2,1), then the locus of point D is a. x+y-z=3 b. y+z=6 c. y+z=0 d. y+z=-3

If the volume of tetrahedron A B C D is 1 cubic units, where A(0,1,2),B(-1,2,1)a n dC(1,2,1), then the locus of point D is a. x+y-z=3 b. y+z=6 c. y+z=0 d. y+z=-3