Question

Coordinates of mid point of line joining (22,20) and (0,10) are:​

Answer 1

Given ,

The two points are

• (22 , 20) and (0 , 10)

We know that , the mid point b/w two points is given by

$\boxed {\tt{x = \frac{ x_{2} + x_{1} }{2} \: \: , \: \:y = \frac{ y_{2} + y_{1} }{2} }}$

Thus ,

x = (0 + 22)/2 , y = (10 + 20)/2

x = 22/2 , y = 30/2

x = 11 , y = 15

Therefore , the coordinates of mid point is (11 , 15)

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Answer 2

Given ,

The two points are

• (22 , 20) and (0 , 10)

We know that , the mid point b/w two points is given by

$\boxed {\tt{x = \frac{ x_{2} + x_{1} }{2} \: \: , \: \:y = \frac{ y_{2} + y_{1} }{2} }} </p><p></p><p>$

Thus ,

x = (0 + 22)/2 , y = (10 + 20)/2

x = 22/2 , y = 30/2

x = 11 , y = 15

Therefore , the coordinates of mid point is (11 , 15)

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