"Tangent Proof"
 Prove ∆EMC is ≅ to  ∆ETCET  and EM are tangent to ◉ CStatements will be given for this proofChoose the appropriate reason.All reason answer choices are mathematically true.Pick the one that explains each statement.EMCT ET  and EM aretangent to ◉ CStatements? WHY ?ReasonsEGivenTakenMCT ET  and EM are ≅StatementsET  and EM aretangent to ◉ CReasons? WHY ?Hat Theorem (twin tangents are ≅)                Given Tangents and radii form right anglesRadii of a circle are ≅EMCT ET  and EM are ≅StatementsEC is ≅ to EC ET  and EM aretangent to ◉ CReflexive Property (segments are ≅ to themselves)Hat Theorem (Twin Tangents are ≅) All radii from the same circle are ≅Hat TheoremReasonsGiven? WHY ?EMCT ET  and EM are ≅StatementsEC is ≅ to EC MC is ≅ to TCET  and EM aretangent to ◉ CReflexive PropertyHat TheoremReasonsGiven? WHY ?Tangents and radii form right anglesThe radius is half the diameter All radii from the same circle are ≅EMCT ∆EMC is ≅ to ∆ETCET  and EM are ≅StatementsEC is ≅ to EC MC is ≅ to TCET  and EM aretangent to ◉ CReflexive PropertyCircle radii are ≅Hat TheoremReasons? WHY ?Given SAS (Side Angle Side) SSS  (Side Side Side)ASA (Angle Side Angle)EMCT ∆EMC is ≅ to ∆ETCET  and EM are ≅StatementsEC is ≅ to EC MC is ≅ to TCET  and EM aretangent to ◉ CReflexive PropertyCircle radii are ≅Hat TheoremReasonsSSSGivenClick OKEMCT "FINAL EXAM" ∆EMC is ≅ to ∆ETCET  and EM are ≅StatementsEC is ≅ to EC MC is ≅ to TCET  and EM aretangent to ◉ CReflexive Property?Circle radii are ≅?Hat Theorem?ReasonsGiven?SSS?EMCT The End
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