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7. In the figure 5.75, if m (arc AC) = m (arc CF), m (arc AB) = 46°, m(<AGF)=58, m(<BCD)=10 and m(<GCF)=35 calculate
a, m(<ABC)
b, m(arc DG)
c, m(<DHG)​

Answer :

Step-by-step explanation:

m(arc AB)=46

m(arcCD)=25

x=?

by buy theorem of intersecting chords

X =1/2(46+25)

=1/2(76)= 35.5°

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