If the point A(x,2) is equidistant from the points B (8 , -2 ) and 4 ( 4 , 6 ) Find the value of x . Also find the length of AB
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Use the midpoint theorem here-
X = 8+4/2 = 6
Hence the coordinates of A are (6,2)
Length of AB can be found by the distance formula
√ (6-8)² + (2+2)²
√4+16
√20
√20 is the length of AB
X = 8+4/2 = 6
Hence the coordinates of A are (6,2)
Length of AB can be found by the distance formula
√ (6-8)² + (2+2)²
√4+16
√20
√20 is the length of AB
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