Advertisements
Advertisements
प्रश्न
If A =`|(1, 9 , 4),(5 , 0 , 3)|` , find negative A
उत्तर
A =`|(1, 9 , 4),(5 , 0 , 3)|_(2 xx 3)`
Negative A = `|(-1 , -9 , -4),(-5 , 0 , -3)|_(2 xx 3)`
APPEARS IN
संबंधित प्रश्न
Find x and y if `[(x,3x),(y, 4y)] = [(5),(12)]`
Solve for x and y :
`[(3,-1),(2,-1)][(-2),(4)]=[(x),(y)]`
Find the positive integers p and q such that :
`[p q][p/q]= [25]`
Evaluate the following :
`|(2 , -5),(0 , -3)| |(1 , -1),(3 , 2)|`
If A = `[(3, x),(0, 1)]` and B = `[(9, 16),(0, -y)]`, find x and y when A2 = B.
If `"A" = [(a , b),(c , d)] and "I" = [(1 , 0),(0 , 1)]` show that A2 - (a + d) A = (bc - ad) I.
If `"A" = [(1 , 2),(-2 , 3)], "B" = [(2 , 1),(2 , 3)] "C" = [(-3 , 1),(2 , 0)]` verify that
A(B + C) = AB + AC.
Find the values of x, y, a and b if `[(x - 2, y),(a + 2b, 3a - b)] = [(3, 1),(5, 1)]`
If B = `[(-4, 2),(5, -1)] and "C" = [(17, -1),(47, -13)]` find the matrix A such that AB = C
Find a and b if `[(a - b, b - 4),(b + 4, a - 2)] [(2, 0),(0, 2)] = [(2, -2),(14, 0)]`