Advertisements
Advertisements
प्रश्न
Given A = `[(-3, 6),(0, -9)]` and At is its transpose matrix. Find 2A + 3At
उत्तर
A = `[(-3, 6),(0, -9)]`
At = `[(-3, 0),(6, -9)]`
2A + 3At = `2[(-3, 6),(0, -9)] + 3[(-3, 0),(6, -9)]`
= `[(-6,12),(0, -18)] + [(-9, 0),(18, -27)]`
= `[(-6 - 9, 12 + 0),(0 + 18, -18 - 27)]`
= `[(-15, 12),(18, -45)]`
APPEARS IN
संबंधित प्रश्न
Find x and y if `x[(-1), (2)] - 4[(-2), (y)] = [(7),(-8)]`
Given `A = [(1, 1),(-2, 0)]` and `B = [(2, -1),(1, 1)]`. Solve for matrix X:
X + 2A = B
If A = `[(0, 2),(5, -2)]`, B = `[(1, -1),(3, 2)]` and I is a unit matrix of order 2 × 2, find A2
Given `A = [(4, 1), (2,3)] and B = [(1, 0),(-2, 1)]` Find `A^2 - AB + 2B`
Given A = `[(3, 0),(0, 4)]`, B = `[(a, b),(0, c)]` and that AB = A + B; find the values of a, b and c.
Find x and y, if `[(3, -2),(-1, 4)][(2x),(1)] + 2[(-4),(5)] = 4[(2),(y)]`
Find x and y, if `[(3x, 8)][(1, 4),(3, 7)] - 3[(2, -7)] = 5[(3, 2y)]`
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 the matrix 2A + B
If A = `[(2, a),(-3, 5)] and "B" = [(-2, 3),(7, b)], "C" = [(c, 9),(-1, -11)]` and 5A + 2B = C, find the values of a,b,c