Reason FI bisects ZGIK Given FI bisects ZHFJ Given ZJIK E ZGIH Vertical Angle Theorem ZFIK E ZFIG Definition of angle bisector ZIFJ ZHFI Definition of angle bisector MLFIJ = MZFIK + mZJIK Additive Property of Angle Measure MLFIH = MZFIG + MZGIH Definition of angle bisector Definition of equilateral triangle Definition of midpoint Reflexive Property of Congruence Reflexive Property of Equality MLFIJ = mZFIG + MZGIH MLFIH = MZFIJ Fe可 AFHI = AFJI ASA

Q: a circle can also be represented in its general form which is written as for a circle to exist,…

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Q: horizontal line: | vertical line:

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