Point E is located at (2, -3) and point F is located at (-2, -1). Find the point that is the distance from point E to point F.
Select one:
a. (-1, 1.75)
b. (-2, 0.5)
c. (0, -2)
d. (-1, -1.5)

please help!

Question

Point E is located at (2, -3) and point F is located at (-2, -1). Find the point that is   the distance from point E to point F. 
Select one:
a. (-1, 1.75)
b. (-2, 0.5)
c. (0, -2)
d. (-1, -1.5)

please help!

geerky42 · Answer

Familiar with distance formula?
$$\large d = \sqrt{(x_2 - x_1)^2 + (y_2 - y_1)^2}$$From point $(x_1,y_1)$ to $(x_2,y_2)$

anonymous · Answer

I am familiar i just can't seem to concentrate right now. @geerky42

anonymous · Answer

I don't know where to put the 3/4 @geerky42

geerky42 · Answer

3/4? where is that come from?

anonymous · Answer

ooh shoot sorry I got confused

anonymous · Answer

Point E is located at (2, -3) and point F is located at (-2, -1). Find the point that is 3/4  the distance from point E to point F. This is the question @geerky42

geerky42 · Answer

Not sure what is best approach, but I would try to break it into horizontal and vertical components.

anonymous · Answer

alright

geerky42 · Answer

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Let start with horizontal component:
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