In reality, all of them are parallel to y=3x-8.
To find the one that crosses (4,-5) you will probably have to substitute [tex]x[/tex] for 4 in all formulas and check if [tex]y=-5[/tex].
Work done:
[tex]3x=12\\y=-5\\\\y=12-7\\y=5\\5\neq-5 \\\\y=12-17\\y=-5\\-5=-5\\\\y=12+17\\y=29\\29\neq-5\\\\y=12+7\\y=19\\19\neq-5[/tex]
The only option that gave us an equality was B. Therefore, B. is the answer.
