Line BC has an equation of a line y = 2x + 3, and line EF has an equation of a line y = −3x + 4. These two equations represent (5 points)

parallel lines because the slopes of the lines are the same
perpendicular lines because the product of the slopes is −1
the same line
lines that are neither parallel nor perpendicular

Question

Line BC has an equation of a line y = 2x + 3, and line EF has an equation of a line y = −3x + 4. These two equations represent (5 points)

parallel lines because the slopes of the lines are the same
perpendicular lines because the product of the slopes is −1
the same line
lines that are neither parallel nor perpendicular

0mega · Answer

Once again, use this site: https://www.desmos.com/calculator, then graph the lines, for example graph line EF first then graph line y after it, then you should see your answer on the graph.

0mega · Answer

@0mega wrote:

Once again, use this site: https://www.desmos.com/calculator, then graph the lines, for example graph line EF first then graph line y after it, then you should see your answer on the graph.

https://www.desmos.com/calculator *

snowflake0531 · Answer

Lines that are parallel have the same slopes, for example y=9x + 5 and y=9x + 11, they are parallel
Lines that are perpendicular - the other slope has to be the reciprocal of the first, then multiply by it -1
Lines that are neither parallel nor perpendicular - 2 normal linear lines that have one intersection but aren't perpendicular

so which one do you think it would be

Karlottalotta · Answer

I chose c

snowflake0531 · Answer

yea