If you had neither endpoint given nor another midpoint given, then there are an infinite number of endpoints possible and your point is arbitrarily placed (because you only

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All we need to do now is use the endpoint formula from the above section. If we denote the endpoint's coordinates by B = (x₂, y₂), then x₂ = 2*4 - 0

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Find the other endpoint of the diameter using the endpoint formula. Solution: Let E(x, y) be the other endpoint and C is the midpoint of a diameter. Given, \((x)_{m}\) = 7, \((x)_{1}\) = 3, \((y)_{m}\) = 8, \((y)_{1}\) = 5 Using the endpoint