why y=mx gives m as slope in detail plz and dont consider c in it
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the equation of a line is given as (the point slope form)
y=mx+c
where m is the slope
for a line to have slope as 0
m should be equal to 0
so the above equation can be written as y=c
among the answer choices only B satisfies the criteria.
if we draw line in statement one , we will get a line parallel to y axis.
now , slope is also given as tan@ = perpendicular/base ,which in this case is undefined.
IF HELPFUL MARK ME BRAININEST ....
y=mx+c
where m is the slope
for a line to have slope as 0
m should be equal to 0
so the above equation can be written as y=c
among the answer choices only B satisfies the criteria.
if we draw line in statement one , we will get a line parallel to y axis.
now , slope is also given as tan@ = perpendicular/base ,which in this case is undefined.
IF HELPFUL MARK ME BRAININEST ....
Answered by
1
Slope is nothing but tan of angle subtended by the line with positive X axis.
In a right traingle,
Tan theta = Perpendicular / Base = y/x =(called as m by definition)
In a right traingle,
Tan theta = Perpendicular / Base = y/x =(called as m by definition)
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