Questions 13-19 are provided in this post for practice. If you want more +2 sample one mark questions, refer to the 'Related Post' section below.
13) If $ -i + 2 $ is one root of the equation $ ax^{2}-bx+c=0 $, then the other root is
a) $ –i - 2 $
b) $ i - 2 $
c) $ 2 + i $
d) $ 2i + i $
14) Polynomial equation P(x) = 0 admits conjugate pairs of imaginary roots only if the coefficients are
a) imaginary
b) complex
c) real
d) either real or complex
15) The line $ 4x+2y=c $ is a tangent to the parabola $ y^{2} = 16x $ then c is:
a) -1
b) –2
c) 4
d) -4.
16) The rank of the diagonal matrix
$ \begin{bmatrix} -1 & & & & \\ & 2 & & & \\ & & 0 & & \\ & & & -4 & \\ & & & & 0 \\ \end{bmatrix} $ is:
a) 0
b) 2
c) 3
d) 5
17) If A is scalar matrix with scalar k $ \neq $, of order 3, then $ A^{-1} $is:
a) $ \frac{1}{k^2}I $
b) $ \frac{1}{k^3}I $
c) $ \frac{1}{k}I $
d) $ KI $
18) In a system of three linear non-homogenous equations with three unknowns, if $ \Delta \; = \; 0 $ and $ \Delta_{x} \; = \; 0 $, $ \Delta_{y} \; \neq \; 0 $ and $ \Delta_{z} \; = \; 0 $ then the system has:
a) unique solution
b) two solutions
c) infinitely many solutions
d) no solution.
19) In the system of three linear equations with three unknowns, in the non-homogenous system, $ \rho (A) \; = \; \rho (A,B) \;= \; 2$ ; then the system
a) has unique solution
b) reduces to two equations and has infinitely many solutions
c) reduces to a single equation and has infinitely many solutions
d) is inconsistent.
Check here for questions 1-6 and 7-12 .
Plus 2 - Mathematics Important Questions
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