Asked by jose
find an equation of the line containing, (4,-2) and parallel to the line containing (-1,4) and (2,-3)
find an equation of the line containing (-1, 3) and perpendicular to the line containing (3,-5) and (-2,7)
find an equation of the line containing (-1, 3) and perpendicular to the line containing (3,-5) and (-2,7)
Answers
Answered by
bobpursley
You have to find the slope of the other line.
On the second: slope= changey/changeX
= -5-7 / 3+2=-12/5
On the second, perpendicular means the new line has a slope of 5/12.
On the second: slope= changey/changeX
= -5-7 / 3+2=-12/5
On the second, perpendicular means the new line has a slope of 5/12.
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