Mathematics, 14.04.2020 22:14 jerenasmith8
Tangent segments Cx and CY have been drawn from point C to Circle O. Each has a length of 10 units. Point P has been randomly chosen on the circle and AB then drawn tangent to the circle at P. What is the perimeter of βABC? Explain your reasoning and explain why the location of point P on Circle O does not affect the answer.
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Tangent segments Cx and CY have been drawn from point C to Circle O. Each has a length of 10 units....
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