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Given: XY ≌ ZY; A is midpt of XZ Prove:
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Given: XY ≌ ZY; A is midpt of XZ Prove: 𝛥XYA ≌ 𝛥ZYA Y Geo CP Day 57 >Objectives: The same as yesterday >Pg. 124: 3,4,7,8,11,12,15,19,20 X A Z
Given: YH and OE bisect each other. Prove: 𝛥YOX ≌ 𝛥HEX O H X Geo CP Day 57 Y E
Given: MA ⃦ TH HM ⃦ AT Prove: 𝛥HMA ≌ 𝛥ATH M A Geo CP Day 57 T H
Given: YO ⃦ HE X is the midpoint of YH Prove: 𝛥YOX ≌ 𝛥HEX O H X Geo CP Day 57 Y E
Given:YA ⟘ XZ A is midpt of XZ Prove: 𝛥XYA ≌ 𝛥ZYA Y Geo CP Day 57 X A Z
Given: YO ⃦ HE YO ≌ HE Prove: 𝛥YOX ≌ 𝛥HEX O H X Geo CP Day 57 Y E