Question

Co ordinates of midpoint of line segment joining the points (3,5) & (7,3)​

Answer 1

Answer:

X= 5;y=4

Step-by-step explanation:

The formula of the midpoint segment

X= x1+x2/2;Y=y1+y2/2

X= 3+7/2 ;Y= 5+3/2

X=10/2. ;Y= 8/2

X=5; Y=4

Answer 2

$\large \underline {\tt \red {\bigstar \: Question \: \bigstar}}$

Co-ordinates of midpoint of line segment joining the points (3,5) and (7,3) are?

$\large \underline {\large \tt \red {\bigstar \: Solution \: \bigstar}}$

Given two points (3,5) and (7,3).

We have to find the midpoint of line segment joining these points.

$\underline {\boxed {\tt \blue {Midpoint=( \frac{x_1+x_2}{2} , \frac{y_1+y_2}{2} ) }}}$

On comparing with (3,5) and (7,3) :-

• $\tt x_1$ = 3
• $\tt x_2$ = 7
• $\tt y_1$ = 5
• $\tt y_2$ = 3

Now, substituting the values and solving :-

$\blue {:~\implies}~\tt ( \cfrac{3 + 7}{2} , \cfrac{5+3}{2} )$

$\blue {:~\implies}~\tt ( \cfrac{10}{2} , \cfrac{8}{2} )$

$\blue {:~\implies}~\tt 5,2$

$\tt \blue {\therefore The \: coordinates \: of \: midpoint \: of \: the} \\ \tt \blue {line \: segment \: joining \: the \: points }\\\tt \blue {(3,5) \: and \:(7,3) \: is \: (5,4). }$

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@Sita05✨