Find y if the slope between (5,y) and (7,-9) is -4.
Find y if the slope between (5,y) and (7,-9) is -4.
2 Answers
This is telling you that a line that cross the coordinates (5,y) and (7,-9) has a slope of -4.
To compute the slope, we use the formula rise over run. The rise is (y -(-9)) and the run is (5-7). Therefore, the slope formula is (y-(-9))/(5-7)=-4. Now we solve for y.
1. (y-(-9))/(5-7)=-4
2. Simplify...(y+9)/-2=-4
3. Multiply both sides by -2...y+9=8
4. Subtract 9 from both sides...and we get the answer -1.
5. Check the work by substituting -1 in the formula.
(-1+9)/(5-7)=-4
This verifies that the answer is y=-1.
Hello Treena,
For solving this question you need to use the slope formula. m = (y2 - y1)/(x2 - x1)
Given to you are the coordinates of (x1, y1) and (x2, y2) and also the slope m.
x1 = 5; y1 = y; x2 = 7, y2 = -9 and m = -4
Substitute these values in the slope formula and solve for the variable y. You'll get the answer.
If you need further help, let us know.



Comments
need a little help setting it up please thanks
- Treena P. from Fox Island, WA 2/13/2013