Advertisements
Advertisements
प्रश्न
Evaluate if possible `[(6, 4),(3, -1)][(-1),(3)]`
उत्तर
`[(6, 4),(3, -1)][(-1),(3)]`
= `[(6 xx (-1) + 4 xx 3),(3 xx (-1) + (-1)(3))]`
= `[(-6 + 12),(-3 - 3)]`
= `[(6),(-6)]`
APPEARS IN
संबंधित प्रश्न
If `[(4, -2),(4, 0)] + 3A = [(-2, -2),(1, -3)]`; find A.
Given `A = [(1, 4),(2, 3)] and B = |(-4-1),(-3 -2)|`
Find the matrix 2A + B
Given `A = [(1, 1),(-2, 0)]` and `B = [(2, -1), (1, 1)]`. Solve for matrix X:
3X + B + 2A = 0
If A = `[(2, 1),(0, 0)]`, B = `[(2, 3),(4, 1)]` and C = `[(1, 4),(0, 2)]`; then show that A(B + C) = AB + AC.
If `[x, y][(x),(y)] = [25]` and `[(-x, y)][(2x),(y)] = [-2]` find x and y if `x, y ∈ Z` (integer)
If `|(2"a" + "b" , "c"),("d" , 3"a" - "b")|` = `|(4 , 3"a"),(7 , 6)|` , find the values of a , b , c and d.
Given A = `[(1, 4),(2, 3)]` and B = `[(-4, -1),(-3, -2)]` find a matrix C such that C + B = `[(0, 0),(0, 0)]`
If A = `[(7, 5),(-3, 3)]` and B = `[(-2, 5),(1, 0)]`, then the matrix P (such that A + P = B) is ______.
If I is a unit matrix of order 2 and M + 4I = `[(8, -3),(4, 2)]`, the matrix M is ______.
If matrix A = `[(x - y, x + y),(y - x, y + x)]` and matrix B = `[(x + y, y - x),(x - y, y + x)]` then A + B is ______.