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Which arc is congruent to EH? Download png

James Washington

in Mathematics

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Deborah Edwards on August 30, 2018

Step 1Find the measure of the angle EDHwe know thatm∠EAF+m∠EDH= -------> for additional angleswe havem∠FDE=Substitute and find the value of m∠EDHm∠EDH=Step 2Find the measure of the arc EHwe know thatarc EH=m∠EDH --------> by the central anglesoarc EH=Step 3we know thatarc GE=arc EF+arc FGwe havearc EF=m∠FDE --------> by the central anglesoarc EF=arc FG=m∠FDG --------> by the central anglesoarc FG=Replace the valuesarc GE=thereforearc EH=arc GEthe answer is the option to GE


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