Geometry by James F. Ulrich

-+ -+ -+ -+ EG lies between ff and EN; E EN lies between EG and ED; mLFEG = mLDEN D F Prove: mLFEN= mLDEG Statements Reasons = mLDEN 1. __1__ 2. mLGEN= mLGEN 2. __1__ 1. mLFEG + mLGEN = mLDEN + mLGEN mLFEG + mLGEN = mLFEN 3. mLFEG 4. 3. __1__ 4. __1__ 5. __1__ 6. __1__ 5. mLDEN+ mLGEN= mLDEG 6. mLFEN= mLDEG 44. Rays AR.

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