Advertisements
Advertisements
प्रश्न
Solve the matrix equation `[(2, 1),(5, 0)] -3"X" = [(-7, 4),(2, 6)]`
उत्तर
`[(2, 1),(5, 0)] -3"X" = [(-7, 4),(2, 6)]`
`[(2, 1),(5, 0)] - [(-7, 4),(2, 6)]` = 3X
∴ X = `(1)/(3)[(9, -3),(3, -6)]`
= `[(3, -1),(1, -2)]`.
APPEARS IN
संबंधित प्रश्न
Let `A = [(2,1),(0,-2)], B = [(4,1),(-3,-2)] and C = [(-3,2),(-1,4)]`. Find `A^2 + AC - 5B`
Write the additive inverse of matrices A, B and C:
Where `A = [(6, -5)]; B = [(-2, 0),(4, -1)]` and `C = [(-7), (4)]`.
If `[(4, -2),(4, 0)] + 3A = [(-2, -2),(1, -3)]`; find A.
Given A = `[(-3, 6),(0, -9)]` and At is its transpose matrix. Find 2At – 3A
Given `A = [(1, 1),(-2, 0)]` and `B = [(2, -1),(1, 1)]`. Solve for matrix X:
X + 2A = B
Given A = `[(4, 1),(2, 3)]` and B = `[(1, 0),(-2, 1)]`, find A2 – AB + 2B
If `|(2"a" + "b" , "c"),("d" , 3"a" - "b")|` = `|(4 , 3"a"),(7 , 6)|` , find the values of a , b , c and d.
If `[(1, 4),(-2, 3)] + 2M = 3[(3, 2),(0, -3)]`, find the matrix M.
If `4[(5, x)] - 5[(y, -2)] = [(10, 22)]`, the values of x and y are ______.
If I is a unit matrix of order 2 and M + 4I = `[(8, -3),(4, 2)]`, the matrix M is ______.