pinkcalculator
New member
- Joined
- Oct 13, 2009
- Messages
- 31
We've gotten a list of problems for my class, and I'm really struggling with this one.
Suppose the line ax-4y=9 is perpendicular to the line 8x=-11-3y. What is the value of a. At what exact point do these two lines intersect?
I know that you have to find the slopes (m) and that if the lines are perpendicular, the slopes will be negative reciprocals.
I've got ax-4y=9
-4y=-ax+9
y=(ax/4)-9/4
8x=-11-3y
-3y=8x+11
y=-8/3x-11/3
m= -8/3.
So the slope for the first equation is 3/8.
Placing the slope 3/8 into the equation y=(ax/4)-9/4 is tripping me up.
Any help would be truly appreciated!
Thanks.
Suppose the line ax-4y=9 is perpendicular to the line 8x=-11-3y. What is the value of a. At what exact point do these two lines intersect?
I know that you have to find the slopes (m) and that if the lines are perpendicular, the slopes will be negative reciprocals.
I've got ax-4y=9
-4y=-ax+9
y=(ax/4)-9/4
8x=-11-3y
-3y=8x+11
y=-8/3x-11/3
m= -8/3.
So the slope for the first equation is 3/8.
Placing the slope 3/8 into the equation y=(ax/4)-9/4 is tripping me up.
Any help would be truly appreciated!
Thanks.