Question

Find the midpoint of A and B where A has coordinates (8, 2) and B has coordinates (3, 8).

Answer 1

Explanation:

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Answer 2

Given:-

• 
  `\rm \: A = ( 8 , 2 )`

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• 
  `\rm \: B = ( 3 , 8 )`

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To Find:-

• 
  `\rm \: Midpoint \: of \: A \: nd \: B = \: ?`

`\:`

By using formula:-

`\small{ \boxed{ \rm \color{purple}midpoint = ( (x_1 + x_2)/(2) , (y_1 + y_2)/(2))}}`

Solution:-

where ,

`\star \rm \: A= (x_1 = 8 , y_1 = 2)`

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`\star \rm{B =(x_2 = 3 , y_2 = 8)}`

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• 
  `\rm m \: = ( (x_1 + x_2)/(2) , (y_1 + y_2)/(2))`

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• 
  `\rm \: m= ( (8 + 3)/(2) , (2 + 8)/(2))`

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• 
  `\rm \: m = ( (11)/(2) , (10)/(2) )`

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• 
  `\rm \: m = ( (11)/(2) , \cancel(10)/(2) )`

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• 
  `\rm \: m = ( (11)/(2) , 5 )`

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The midpoint of A nd B is (11/2 , 5)!

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hope it helps! :)