Question
For three sets A, B and C, show that.
$\text{A}\subset\text{B}\Rightarrow\text{C}-\text{B}\subset\text{C}-\text{A}.$
$\text{A}\subset\text{B}\Rightarrow\text{C}-\text{B}\subset\text{C}-\text{A}.$
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| $\text{Column}\ C_1$ | $\text{Column}\ C_2$ | ||
| $(a)$ | Parallel to $y-$axis is | $(i)$ | $\lambda=-\frac{3}{4}$ |
| $(b)$ | Perpendicular to $7x + y - 4 = 0$ is | $(ii)$ | $\lambda=-\frac{1}{3}$ |
| $(c)$ | Passes through $(1, 2)$ is | $(iii)$ | $\lambda=-\frac{17}{41}$ |
| $(d)$ | Parallel to $x$ axis is | $(iv)$ | $\lambda=3$ |