Question

chord FH.
17. In figure 3.95. chord EF chord GH. Prove that chord EG
Fill in the blanks and write the proof.
Proof: Draw seg GF.
EFG = 2 FGH
EFG = ......
inscribed angle theorem (11) Of
FGH = L ....... inscribed angle theorem (III)
2. m arc EG) = from (I). (II). (III).
chord EG chord FH
Fig. 3.95​

Answer 1

Answer : angle EFG = angle FGH

....... alternate angle

angle EFG = 1/2 m(arc EG)

angle FGH = 1/2 m(arc FH)

•°• m(arc EG) = m(arc FH)

chord EG congruent chord FH .......The chords corresponding to congruent arcs of a circle are congruent.

Edit : I have just written answers of given blocks