Question

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Write an equation of a line perpendicular to y = x + 4 in slope-intercept form that passes through the point (-2, 6).


y= x - 4
y= x + 6
y= -4x - 2
y= -4x +

Answer 1

y = -x

Answer 2

Line in slope intercept form is y = mx + c, where 'm' is slope and c is ' Y intercept.

condition for perpendicular lines are m1.m2 = -1 where m1, m2 are the slope of perpendicular line.
find the slope using above condition and substitute the given point to find the y intercept.

Answer 3

@TrojanPoem How abt u?

Answer 4

Something is wrong with me i got - before the y

Answer 5

So, is it a, b, c, or d???

Answer 6

Its C.

Answer 7

Retype the choices

Answer 8

y= 1/4x - 4
y= 1/4x + 6
y= -4x - 2
y= -4x + 1/4

Answer 9

Choices seem to be all wrong

Answer 10

Yeah

Answer 11

Are these the choices?
A) \[y=\frac{ 1 }{ 4 }x-4\]
B)\[y=\frac{ 1 }{ 4 }x+6\]
C) y= -4x - 2
D) y= -4x + 1/4

Answer 12

Ya...:)

Answer 13

None of the slope of the lines given in the choices satisfies the perpendicularity condition

Answer 14

Soooooooo.......

Answer 15

Recheck the question.

Answer 16

wait what are you looking for?

Answer 17

He is looking for the equation of the line which is prep to the one given.