Write the equation of the straight line parallel to x axis and at a distance of 3 units above x axis
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Given: Distance is 3 units.
To find: The equation of the straight line
Solution:
- Now we have given that straight line should be parallel to x axis.
- So the equation will be: y = b
- Here b is distance.
- But the distance is given and the distance is 3 units above x axis.
- So the equation will be:
- y = 3
Solution:
So the required equation is y = 3.
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Any straight line parallel to x−axis is given by y=k, where k is the distance of the line from x−axis. Here k=−3, because it is below x axis then the equation of the line is y=−3.
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