Finding Midpoint Based On Coordinates
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1
2Name:
Finding Midpoint Based on Coordinates
Find the midpoint of each set of coordinates.
A n s w e r s
The midpoint is at
Midpoint Formula
(2 , 7)
( 6 , 3 )
x
+ x
y
+ y
1.
(
)
1
2
1
2
,
2
2
4,5
(6 , 3.5)
2.
To find the midpoint of the
coordinates (4,5) and (8,1), plug the
values into the midpoint formula.
(7 , 4)
8,1
3.
4 + 8
5 + 1
(
)
,
(4 , 5)
2
2
4.
(6.5 , 2.5)
1)
2 + 2
9 + 5
5.
(
)
( 2 , 9 ) & ( 2 , 5 )
,
= (2 , 7)
2
2
(3 , 3.5)
6.
2)
6 + 6
1 + 6
(
)
( 6 , 1 ) & ( 6 , 6 )
,
= (6 , 3.5)
2
2
(3 , 9)
7.
3)
6 + 8
1 + 7
(
)
( 6 , 1 ) & ( 8 , 7 )
,
= (7 , 4)
(5.5 , 6)
2
2
8.
4)
8 + 0
10 + 0
(5 , 5.5)
(
)
( 8 , 10 ) & ( 0 , 0 )
,
= (4 , 5)
9.
2
2
(4 , 4.5)
5)
8 + 5
2 + 3
10.
(
)
( 8 , 2 ) & ( 5 , 3 )
,
= (6.5 , 2.5)
2
2
(9 , 5)
11.
6)
1 + 5
0 + 7
(
)
( 1 , 0 ) & ( 5 , 7 )
,
= (3 , 3.5)
2
2
(1 , 3)
12.
7)
6 + 0
9 + 9
(
)
( 6 , 9 ) & ( 0 , 9 )
,
= (3 , 9)
2
2
8)
5 + 6
10 + 2
(
)
( 5 , 10 ) & ( 6 , 2 )
,
= (5.5 , 6)
2
2
9)
8 + 2
8 + 3
(
)
( 8 , 8 ) & ( 2 , 3 )
,
= (5 , 5.5)
2
2
10)
6 + 2
5 + 4
(
)
( 6 , 5 ) & ( 2 , 4 )
,
= (4 , 4.5)
2
2
11)
10 + 8
7 + 3
(
)
( 10 , 7 ) & ( 8 , 3 )
,
= (9 , 5)
2
2
12)
1 + 1
5 + 1
(
)
( 1 , 5 ) & ( 1 , 1 )
,
= (1 , 3)
2
2
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7
Math
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