Question

point C is the center of circle and AB is the diameter of circle. Find the coordinates of point C if coordinates of points are (3, 4) and (4, 2) ​

Answer 1

Step-by-step explanation:

.___________.___________.

A(3,4). C. B(4,2)

x=x1+x2 ,y=y1+y2

(MID POINT FORMULA).

coordinate of C.

x=3+4/2

x=7/2

y=4+2/2

y=3

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Answer 2

Answer:

(7/2,3) are the co-ordinates of the circle centre .

Step-by-step explanation:

let's take

the co-ordinate (3,4) as A

and B be (4,2)

and mid point be C.

now ,

from mid point formula

m= (x1+x2)/2

n= (y1+y2)/2

where (m,n) are co-ordinate of c.

now ,

m=(3+4)/2

m=7/2

n=(4+2)/2

n=3

hence,

co-ordinates of circle's centre C is (7/2,3).

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