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1) If the slope of line a is 5 and the slope of line b is -5, then what is true about lines a and b (assume lines a and b are coplanar)?

A. they are parallel
B. they are perpendicular
C. they are intersecting lines

2) If the slope of line a is 1/4 and the slope of line b is -1/4, then what is true about lines a and b (assume lines a and b are coplanar)?

A. they are parallel
B. they are perpendicular
C. they are intersecting lines

3) If the slope of line a is 3 and the slope of line b is 3, then what is true about lines a and b (assume lines a and b are coplanar)?

A. they are parallel
B. they are perpendicular
C. they are intersecting lines

Sagot :

On solving the provided question, we got to know that - they are perpendicular, they are perpendicular and they are intersecting lines

what are perpendicular lines?

A straight line that intersects another straight line at a 90° angle is said to be perpendicular. A little square is placed in the middle of two vertical lines to represent a 90° angle, often known as a right angle, as illustrated. The two straight lines in this instance are perpendicular to one another since they connect at a right angle.

1) For this case, we have to define perpendicular lines:

[tex]m1 * m2 = -1[/tex]

[tex]m1 = 1/5\\m2 = -5\\so, m1*m2 = -1\\[/tex]

they are perpendicular

2) they are perpendicular

3)  they are intersecting lines

To know more about perpendicular lines visit:

https://brainly.com/question/18271653

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