A(5;4) B(3;4) C(11;2)

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To find the distances between the points A, B, and C, we can use the distance formula:

Distance = √[(x2 - x1)² + (y2 - y1)²]

Distance between points A and B:
DistanceAB = √[(3-5)² + (4-4)²]
DistanceAB = √[(-2)² + (0)²]
DistanceAB = √[4 + 0]
DistanceAB = √4
DistanceAB = 2

Distance between points B and C:
DistanceBC = √[(11-3)² + (2-4)²]
DistanceBC = √[8² + (-2)²]
DistanceBC = √[64 + 4]
DistanceBC = √68

Distance between points A and C:
DistanceAC = √[(11-5)² + (2-4)²]
DistanceAC = √[6² + (-2)²]
DistanceAC = √[36 + 4]
DistanceAC = √40

Therefore,
DistanceAB = 2 units
DistanceBC = √68 units
DistanceAC = √40 units