A Line with positive slope passes through the point M(6,0) and is at a distance of 5 from N(1,3). The slope of line equals

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Arun · Answer

Dear student Assume line as y – 0 = m (x – 6) i.e. y = mx – 6m then drop a perpendicular which equals to 5 in length from (1,3) Use these conditions then you will get m and then the equation of line

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A Line with positive slope passes through the point M(6,0) and is at a distance of 5 from N(1,3). The slope of line equals

A Line with positive slope passes through the point M(6,0) and is at a distance of 5 from N(1,3). The slope of line equals

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A Line with positive slope passes through the point M(6,0) and is at a distance of 5 from N(1,3). The slope of line equals

A Line with positive slope passes through the point M(6,0) and is at a distance of 5 from N(1,3). The slope of line equals

1 Answers

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Other Related Questions on Analytical Geometry

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