Find the equation of the line parallel to y axis
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x=m
Let AB be a straight line parallel to y-axis at a distance a units from it. Then, clearly, all points on the line AB have the same abscissa m. Thus, AB can be considered as the locus of a point at a distance a from y-axis and all points on the line AB satisfy the condition x = m.
Let AB be a straight line parallel to y-axis at a distance a units from it. Then, clearly, all points on the line AB have the same abscissa m. Thus, AB can be considered as the locus of a point at a distance a from y-axis and all points on the line AB satisfy the condition x = m.
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siddhantchhikara:
just take y =0 in ax +by+ c =0
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☺️ Hey mate! here's your answer!☺️
the equation can be formed , using :-
ax + by + c = 0
so, here b = 0 .
example,
2x + 3 = 0 ,
it can be written as ,
2×x + 0×y + 3 = 0
so, here , a= 2 , b = 0 and c = 3
◀️◀️hope you understood!▶️▶️
the equation can be formed , using :-
ax + by + c = 0
so, here b = 0 .
example,
2x + 3 = 0 ,
it can be written as ,
2×x + 0×y + 3 = 0
so, here , a= 2 , b = 0 and c = 3
◀️◀️hope you understood!▶️▶️
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