The abscissa of a point lying on y-2x=3 is -3 .Then its ordinate will be
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Step-by-step explanation:
1. A line is of length 15 units and one end is at (7.6). If the ordinate of
the other end is 3 then its abscissa is
1)-5
2) 5
3) 6
in triangle ABCA86) B14 B) are the vertices and
The abscissa of a point lying on y-2x=3 is -3 .Then its ordinate will be
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Given:
y-2x=3
Abscissa= -3
To find:
The ordinate
Solution:
The required value of the ordinate is -3.
We can obtain the ordinate's value by substituting the value of abscissa in the given equation.
We know that the given abscissa is the value of the x-coordinate.
So, we will put x= -3 in y-2x=3 to obtain the value of y.
The given equation: y-2x=3
Using the values, we get
y-2(-3)=3
y+6=3
y=3-6
y= -3
So, the ordinate= -3.
Therefore, the required value of the ordinate is -3.
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