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What is the relationship between the vector (2,1,2) and the line. L defined by the following parametric equations
x=1+2t
y=2+t
z=3-2t

Suppose A is a 3x3 matrix such that det(A) =16.Find the value of det[(4(A^-1)^T]


Suppose C is a 3 x 3 matrix such that det (C) = 4. Find det ( C + C)

Find all solutions of this system.

4x + 2y + 3z = 0

3x − y + 2z = 0

x + 2y − z = 0

Compare the value of the determinant of the coefficient matrix to zero using the nature

of the solution.


Expand the fuction f(x) = x^4-1 in a series of the formSum of Ak Pk(x)
suppose A and B are 3x3 matrices.Show that if B is obtained from A by adding 2 times the first row of A to the last row of A then det(A) = det(B)
Find all solutions of this system .
4x + 2y + 3z = 0
3x - y + 2z = 0
x + 2y - z =0

Compare the value of the determinant of the coefficient matrix to zero using the nature of the solution

Suppose C is a 3 x 3 matrix such that det (C) = 4 . Find det (C +C)


Let X ∈ Mn×n

, with det X = 0 (i.e. X is not invertible).

Prove or disprove:

There exists an  > 0 such that:

Y ∈ Mn×n, kX XY k <  =⇒ det Y = 0

Suppose A is a 4 * 4 matrix such that det (A) = 16. Find the value of det[4(A^-1)^T ]


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