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MIdpoint of a Line

MIdpoint of a Line

Assessment

Presentation

Mathematics

10th Grade

Hard

CCSS
HSG.GPE.B.6, 7.NS.A.1C, HSN.CN.B.6

Standards-aligned

Created by

Aaron Young

Used 4+ times

FREE Resource

6 Slides • 12 Questions

1

Multiple Choice

Question image

What is the midpoint of PV?

1

-13

2

3

3

6

4

1.5

2

Multiple Choice

Question image

What is the midpoint of UR?

1

16

2

8

3

0

4

26

3

Multiple Choice

Question image

If R is the midpoint of VA, where is A?

1

-2

2

0

3

2

4

-7

4

The Midpoint Formula

Average of your x coordinates, Average of your y coordinates

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5

Fill in the Blank

Question image

Find the midpoint between the points on the graph. Write your answer as an ordered pair. 

6

Fill in the Blank

Question image

Find the midpoint between the points on the graph. Write your answer as an ordered pair. Do not put spaces between the coordinates. EX: (5,6)

7

Midpoint

  • To find the midpoint of 2 points, plug in your points into the given formula.

  • Simplify your answer to get the coordinate that lies directly in the middle of the 2 points.

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8

Find the midpoint of the points (-3,3) & (5,3).

To find the midpoint,


1. Plug in (-3) for X1 and plug in (3) for Y1.

2. Plug in (5) for X2 and plug in (3) for Y2.

3. Simplify your answer to find the coordinate that lies between the two points.

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9

Find the midpoint of the points (-4,5) & (2,-3).

1. Plug in (-4) for X1 and (5) for Y1.

2. Plug in (2) for X2 and (-3) for Y2.

3. Simplify your answer to find the middle coordinate.

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10

Multiple Choice

What is the midpoint between (3,-1) and (7,-5)?

1

(5,-2)

2

(5,-3)

3

(10,-6)

4

(2,-2)

11

Multiple Choice

What is the midpoint between (4,12) and (-6,14)?

1

(-1,13)

2

(13,-1)

3

(13,1)

4

(5,13)

12

Multiple Choice

Find the midpoint of the segment with the following endpoints:

(-9, 2) & (-5, -6).

1

(-7, -2)

2

(2, -7)

3

(-9, -5)

4

(2, -6)

13

Multiple Choice

Find the midpoint of the segment with the following endpoints:

(9, 8) & (3, 2).

1

(5, 6)

2

(9, 2)

3

(6, 5)

4

(3, 8)

14

Finding Missing Endpoints

Example: If A is at (-2, 3) and the midpoint of AB, M, is at (2,2), what is the other endpoint?
Step 1: Determine the horizontal and vertical distances between A and M.
Horizontal Distance: 2--2 = 4
Vertical Distance: 2-3 = -1
Step 2: Add the distances to the midpoint.
M(2,2) -> M(2+4,2-1)=(6,1

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15

​https://youtu.be/bFHN3xUOpvs?si=1pZjItuzbypW_06O

16

Multiple Choice

Find the other endpoint of the line segment with the given endpoint (1,-9) and midpoint (-9,3)

1

(-19,15)

2

(5,-6)

3

(-4,-3)

4

(6,2)

17

Multiple Choice

Find the other endpoint of the line segment with the given endpoint (4,0) and midpoint (-2,8)

1

(3,-4)

2

(-8,16)

3

(2,3)

4

(5,9)

18

Multiple Choice

Find the other endpoint of the line segment with the given endpoint (-8,-6) and midpoint (0,8)

1

(-7,4)

2

(0,3)

3

(-4,-7)

4

(8,22)

Question image

What is the midpoint of PV?

1

-13

2

3

3

6

4

1.5

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MULTIPLE CHOICE