find the mid point of live joining the points (22,20)and (0,16)
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Given that,
A line segment is made by joining (22 , 20 ) & ( 0 , 16 )
We know that,
Mid point of line joining ( a, b) , ( c, d) is ( a+c/2 , b+ d/2 )
Now,
Mid point for the line with ( 22 , 20 ) & ( 0 , 16 )
= 22 + 0 / 2 , 20 + 16/2
= 22/2 , 36/2
= 11 , 18
Therefore , The mid point of the line joining ( 22 , 20 ) & ( 0 , 16 ) is ( 11 , 18 )
A line segment is made by joining (22 , 20 ) & ( 0 , 16 )
We know that,
Mid point of line joining ( a, b) , ( c, d) is ( a+c/2 , b+ d/2 )
Now,
Mid point for the line with ( 22 , 20 ) & ( 0 , 16 )
= 22 + 0 / 2 , 20 + 16/2
= 22/2 , 36/2
= 11 , 18
Therefore , The mid point of the line joining ( 22 , 20 ) & ( 0 , 16 ) is ( 11 , 18 )
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here is your answer.......
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