solve the following puzzle, write each of these streets in slope intercept form:

street A passes through (-2,6) and (3,-4)

street B has a slope of 1/4 and passes through (4,6)

street C is perpendicular to street A and passes through (4,-6)

street D has a x-intercept of 5 and a y-intercept of -4. you will need to write these as an ordered pair: (5,?) and (?,-4)

street E has a y intercept of -13 and passes through (-9,-4)

street F is parallel to the given line y=-3/4x+2 & passes through the same point as street B

street G has a slope of zero and passes through (3,-10)

street H is perpendicular to the given line 2x-3y=-4 and passes through (0,-6)

street I is perpendicular to and has the same y intercept as the given line 5x+6y=78

street J has no slope and passes through the same x intercept as street F

street K passes through (-15,-1) and is parallel to the given line x-5y=10

Street L passes through (5,5) and is parallel to street D

i’ll give brainliest to right answer pls thanks