( 1121 0.25 L A 0 -1 The sum of all X=0 such thu AX X.is of which there ex colon vector 402

The sum of all the of the equation |x-2|^(2)+|x-2|-2=0 is

Suppose the vectors x_(1), x_(2) and x_(3) are the solutions of the system of linear equations, Ax=b when the vector b on the right side is equal to b_(1), b_(2) and b_(3) respectively. If x_(1)=[(1),(1),(1)], x_(2)=[(0),(2),(1)], x_(3)=[(0),(0),(1)], b_(1)=[(1),(0),(0)], b_(2)=[(0),(2),(0)] and b_(3)=[(0),(0),(2)] , then the determinant of A is equal to :

The sum of all positive integral values of a , where a in[1,500] for which the equation [x]^(3)+x-a=0 has a solution is:

The sum of all roots of sin(pi(log)_3(1/x))=0 in (0,2pi) is

If the inequality x^(2)+ax+a^(2)+6alt0 is satisfied for all x" in "(1, 2) , then the sum of all the integral values of a must be equal to

If the inequality x^(2)+ax+a^(2)+6alt0 is satisfied for all x" in "(1, 2) , then the sum of all the integral values of a must be equal to

A vector has x component of -25.0 units and y component of 40.0 units find the magnitude and direction of the vector.

A vector has x component of -25.0 units and y component of 40.0 units find the magnitude and direction of the vector.