Find x from the matrix equation = .
If A = , then for what value of a, A is an identity matrix ?
If = , then write the value of k.
If A is a matrix of order 3 x 4 and B is a matrix of order 4 x 3, then find order of matrix (AB.)
If = then find the value of x.
If A = then find A + A’.
If A = then find A + A’., where A’ is transpose of A.
If A = is a matrix satisfying AA’ = 9I, find x.
If matrix A = [1 2 3], then write AA’.
If A = and I = find k so that A² = 5A + kI.
If A = , find A² – 5A + 4I and hence find a matrix X such that A² – 5A + 4I + X = 0.
For the following matrices A and B, verify that [AB]’ = B’A’ where, A = , B =
If A = , B = and (A + B)² = A²+ B², then find the values of a and b.
If A = , then find value of A² - 3A + 2I.
Three schools A, B and C organised a fete (mela) collecting funds for flood victims in which they sold hand-helds fans, mats and toys made from recycled material, the sale price of each being ₹ 25, ₹ 100 and ₹ 50 respectively. The following table shows the number of articles of each type sold :
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