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Consider the equation $y-y_1=m\left(x-x_1\right)$. If $m$ and $x_1$ are fixed and different lines are drawn for different values of $y_1$, then
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The correct answers are:
there will be a set of parallel lines, all lines intersect the line $x=x_1$
$m$ and $x_1$ are fixed and $y_1$ is variable
Hence, (B) There will be a set of parallel lines
(C) All lines intersect the line $x=x_1$
Hence, (B) There will be a set of parallel lines
(C) All lines intersect the line $x=x_1$
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