Give the equations of two lines passing through $(2, \,14)$. How many more such lines are there, and why ?
Give the equations of two lines passing through $(2, \,14)$. How many more such lines are there, and why ?
$(2,\,14)$ means $x=2$ and $y=14$
Following equations can have $(2,\,14)$ as the solution, i.e. they can pass through the point $(2,\,14)$
$(i)$ $x+y=16$
$(ii)$ $7 x-y=0$
There can be an unlimited number of lines which can pass through the point $(2,\,14)$ because an unlimited number of lines can pass through a point.
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