The line, l1, passing through (1,3) and (-2,7) is perpendicular to the line passing through points (4,b) and (8,-1)
-Find b
-Find the equation in slope-intercept form of the line passing through (4,b) and the midpoint of l1.
The line, l1, passing through (1,3) and (-2,7) is perpendicular to the line passing through points (4,b) and (8,-1)
-Find b
-Find the equation in slope-intercept form of the line passing through (4,b) and the midpoint of l1.
Google Slope
are you in like algebra 1
Drawing this graph would probably have taken you less time than posting here.
Rincewind: Ah! We may, in fact, have reached the root of the problem. However it's a silly problem and so I am suddenly going to stop talking to you.
The better character questionnaire (D&D)
Perhaps you should get an F on this assignment to realize how behind you are. Do you not even know how to graph points? Search that instead.
GRAPHIC STEP:
-Get a sheet of paper
-Draw a cross with a ruler and a pencil
-Set up a coordinate system
-Do some markings on the cross (example: On one of the sides of the X or Y axis: 1, 2, 3.... then, at the other side of the same axis: -1, -2, -3...)
-Draw and intersect some lines with a pencil
-Mark all the points and draw all the lines you know.
You'll then probably discover where b is when you get a more solid view of this.
...I can't help with the second question because it has been almost 3 years since I did this kind of math and I forgot it, and I can't explain the first part better because of English problems D:
Perpendicular brah just think of gradients when perpendicular.
1. find gradient of line (1,3) and (-2,7) = m (rise over run u know?)
2. perpendicular gradient = -1/m
3. same thing with (4,b) and (8,-1) plug -1/m then find b
4. find mid point on the first line so add the x and y coords and divide it by 2.
5. find new line with the (4,b) and the midpoint
PS: wolfram alpha is your friend
Last edited by keishton; 2014-11-03 at 02:39 AM.
y = mx + c