I am going to give you pairs of line equations and your going to tell me if they are parrallel, perpendicular, neither, or the same line..
3 answers
Sure, I can help with that. Please provide the pairs of line equations for me to analyze.
4y−20x=8
2y=5x+2
2y=5x+2
Let's rewrite the equations in slope-intercept form (y = mx + b) to easily determine their relationship:
1) 4y - 20x = 8
=> 4y = 20x + 8
=> y = 5x + 2
2) 2y = 5x + 2
=> y = (5/2)x + 1
Comparing the slopes of the two equations:
1) The slope of the first equation is 5.
2) The slope of the second equation is 5/2.
Since the product of the slopes is not -1, the lines are neither perpendicular nor parallel.
1) 4y - 20x = 8
=> 4y = 20x + 8
=> y = 5x + 2
2) 2y = 5x + 2
=> y = (5/2)x + 1
Comparing the slopes of the two equations:
1) The slope of the first equation is 5.
2) The slope of the second equation is 5/2.
Since the product of the slopes is not -1, the lines are neither perpendicular nor parallel.