Question

The distance from point G to point A is *blank 1* cordnites for the points
Point G (3, 1)
Point A (1, 1)
We *blank 2* the *blank 3* > *blank 4


A 2 - (- 4)

B 5-2

C 4-(-4)

D subtract

E x-coordinates

F 4-4

G 8

H x-coordinates

I subtract

J subtract

K y-coordinates

L 6

M add

N 21

Answer 1

To find the distance from point G(3, 1) to point A(1, 1), we need to focus on their coordinates. Since both points have the same y-coordinate (1), the distance will be the difference in their x-coordinates.

1. The x-coordinates of points G and A are 3 and 1, respectively.
2. Therefore, the distance is calculated as |3 - 1| = 2.

Now we can fill in the blanks:

- *blank 1*: "2 cordnites for the points"
- We *blank 2*: "subtract"
- The *blank 3*: "x-coordinates"
- *blank 4*: "3 - 1"

So the completed sentences would read:

The distance from point G to point A is **2 cordnites for the points**. We **subtract** the **x-coordinates** > **3 - 1**.

Here are the filled blanks in context:

- Blank 1: 2
- Blank 2: subtract (D)
- Blank 3: x-coordinates (E)
- Blank 4: 3 - 1 (this would correspond to A if it were written correctly as 3 - 1)