Coordinate Lines And Segments Worksheet Page 4
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14What other special
Slope and Midpoint Practice:
slope do we have?
Identify the slope from the different methods.
What does it look
like?
1.
2.
3.
3
−
3
4. y =
5. y = x -2
6. y =
7.
x +
4
x
2
4
8. A is (2,18) and B is (-16,9)
9. A is (5,-8) and B is (19, -4)
10. A is (-10, -1) and B is (-14, 13)
11. A is (10,-6) and B is (8,6)
Find the midpoint of each segment AB below.
12. A is (-3,1) and B is (9,-5)
13. A is (5,-8) and B is (19, -4)
14. A is (2,18) and B is (-16,9)
Let M be the midpoint of segment AB. Find the other end point if
15. M is (-10, -1) and A is (-14, 13)
16. A is (-4, 6) and M is (3, -8)
17. M is (10,-6) and B is (8,6)
18. Sue’s work for finding midpoint is shown below. Please check it for mistakes. If he made one, fix it.
(
)
(
)
− −
3, 7
−
1,1
Find the midpoint for the points
and
− + −
3
7
− +
1 1
,
2
2
−
10 0
,
2
2
(
)
−
5, 0
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