Advertisements
Advertisements
प्रश्न
If A = `[(3, 5),(4,- 2)]` and B = `[(2),(4)]`, is the product AB possible ? Given a reason. If yes, find AB.
उत्तर
A = `[(3, 5),(4,- 2)]_(2 xx 2)` and B = `[(2),(4)]_(2 xx 1)` the product AB is possible as the number of columns in A are equal to the number of rows in B.
Now AB = `[(3, 5),(4,- 2)] [(2),(4)]`
= `[(3 xx 2 + 5 xx 4),(4 xx 2 + (-2) xx 4)]`
= `[(26),(0)]`.
APPEARS IN
संबंधित प्रश्न
if `A = [(3,5),(4,-2)] and B = [(2),(4)]`is the product AB possible? Give a reason. If yes, find AB
Given A = `[(0, 4, 6),(3, 0, -1)]` and B = `[(0, 1),(-1, 2),(-5, -6)]`, find if possible A2
If A = `[(a, 0),(0, 2)]`, B = `[(0, -b),(1, 0)]`, M = `[(1, -1),(1, 1)]` and BA = M2, find the values of a and b.
In the given case below, find:
- the order of matrix M.
- the matrix M.
- `M xx [(1, 1),(0, 2)] = [(1, 2)]`
- `[(1, 4),(2, 1)] xx M = [(13), (5)]`
If A = `[(2, 5),(1, 3)] "B" = [(1, -1),(-3, 2)]` , find AB and BA, Is AB = BA ?
A = `[(1, 2),(3, 4)] and "B" = [(6, 1),(1, 1)], "C" = [(-2, -3),(0, 1)]` find each of the following and state if they are equal.CA + B
Find x and y if `[(2x, x),(y, 3y)][(3),(2)] = [(16),(9)]`
If A = `[(2, x),(0, 1)] and "B" = [(4, 36),(0, 1)]`,find the value of x, given that A2 – B
If `[(a, 1),(1, 0)] [(4, 3),(-3, 2)] = [(b, 11),(4, c)]` find a,b and c
If A = `[(3, 2),(0, 5)] and "B" = [(1, 0),(1, 2)]` find the each of the following and state it they are equal: A2 – B2