Name: Unit 1: Geometry Basics
Date:
Per: Homework 3: Distance & Midpoint Formulas
** This is a 2-page document! **
Directions: Find the distance between each pair of points.
1. 1-4.6) and (3.-7)
2. (-6,-5) and (2.0)
M=(-12,-1)
M=
4. (0.-8) and (3.2)
3. (-1, 4) and (1-1)
5.
.
Directions: Find the coordinates of the midpoint of the segment given its endpoints.
6. /15, 8) and B(-1,-4)
7. M(-5,9) and N[-2.7)
8. P(-3,-7) and Q13.-5)
9. F12.-6) and G(-8,5)
Gina Whion (All Things Algobro. LLC) 2014-2017

The midpoint is the point that divide a segment into two equal halves, while the distance between points is the number of units between both points.

The distance between

The coordinate of midpoint of:

The distance in a coordinate geometry is calculated using: .

The distance between points is calculated as follows:

(1,-4.6) and (3,7)

(-6,-5) and (2,0)

(-1, 4) and (1-1)

(0.-8) and (3,2)

The midpoint (M) is calculated using:

The coordinate of midpoint is calculated as follows:

(5, 8) and (-1,-4)

(-5,9) and (-2,7)

(-3,-7) and (13.-5)

(12,-6) and (-8,5)

Read more about distance and midpoints in coordinate geometry at:

link

The answer is below

Step-by-step explanation:

The distance between two points is given by the formula:

1) (-4,6) and (3, -7)

2) (-6, -5) and (2,0)

3) (0, -8) and (3, 2)

4) (-1, 4) and (1, -1)

The midpoint (x, y) between two endpoints is given by:

The midpoints of the following segments are:

1) (15, 8) and (-1, -4)

2) M(-5,9) and N[-2.7)

3) P(-3,-7) and Q13.-5)

4)  F(12.-6) and G(-8,5)

the graph on the bottom right