" 12.Given "3[[x,y],[z,w]]=[[x,6],[-1,2w]]+[[4,x+y],[z+w,3]]," find the values of "x,y,z" and "w

If [xy4z+6x+y]=[8w06], then find the values of x,y,z and w

Given 3[x y z w]-[x6-1 2w]+[4x+y z+w3] , find the values of x, y, z and w.

If [[x+y,2x+zx-y,2z+w]]=[[4,70,10]] then the values of x,y,z,w are

If [x y4z+6x+y]=[8w0 6] , then find the values of x ,\ y ,\ z\ a n d\ w .

If [{:(xy,4),(z+6,x+y):}]=[{:(8,w),(0,6):}] , then find the values of x,y,z and w.

If [{:(xy,4),(z+6,x+y):}]=[{:(8,w),(0,6):}] , then find the values of x,y,z and w.

If: [(xy,5x) , (z+6,y^2+1)]=[(8,w),(0,6)], then find the values of x , y , z and w

Select the correct optons from the given alternatives:If [[x,3x-y],[2x+z,3y-w]]=[[3,2],[4,7]] then the value of x,y,z,w