Respuesta :

nermay7

Answer:  v = (12,16)

Step-by-step explanation:

if the midpoint is (10,9.5)  and we know the coordinates of  U as (8,3) the we could  find the coordinates of  V using the formula

[tex]\frac{8+x}{2} =10[/tex]    solve for x and x will be the x coordinate.

8+x = 20

-8         -8

x = 12  

[tex]\frac{3+y}{2} = 9.5[/tex]    

3 + y = 19

-3           -3

y= 16

sherlock03
The midpoint is (10,9.5)
The one endpoint is (8,3)
All you have to do for this question is find out what you need to add to each coordinate to equal double the midpoint
For example
In this question the x coordinate is 10 so double 10 is 20
Then you do 20-8 which is 12
That is the x coordinate
The y coordinate is 9.5 so double that is 19
19-3=16 so the y coordinate is 16
The final answer is (12,16)

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