Secants, Tangents, and Angles Answers

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1
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Which formula would be used to find the measure of angle 1?

A
(a° + b°).
Option A
B
(a° – c°).
Option B
C
(b° + c°).
Option C
D
(a° – b°).
Option D
2
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BEAFJI✔ GJHJIH

A
BEA
B
FJI
C
✔ GJH
D
JIH
3

reflexive property✔ substitution propertysymmetric propertytransitive property

A
reflexive property
B
✔ substitution property
C
symmetric property
D
transitive property
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Answers:
Angles JHI and GJH are inscribed angles. We have that m∠JHI = b and m∠GJH = a by the . Angle JHI is an exterior angle of triangle . Because the measure of an exterior angle is equal to the sum of the:inscribed angle theorem
Angles JHI and GJH are inscribed angles. We have that m∠JHI = b and m∠GJH = a by the . Angle JHI is an exterior angle of triangle . Because the measure of an exterior angle is equal to the sum of the:GJH
Angles JHI and GJH are inscribed angles. We have that m∠JHI = b and m∠GJH = a by the . Angle JHI is an exterior angle of triangle . Because the measure of an exterior angle is equal to the sum of the:substitution property
116560

central angles theorem✔ inscribed angle theoremangle formed by secants or tangents theoremangle formed by two chords theorem

Answers:
Angles JHI and GJH are inscribed angles. We have that m∠JHI = b and m∠GJH = a by the . Angle JHI is an exterior angle of triangle . Because the measure of an exterior angle is equal to the sum of the:inscribed angle theorem
Angles JHI and GJH are inscribed angles. We have that m∠JHI = b and m∠GJH = a by the . Angle JHI is an exterior angle of triangle . Because the measure of an exterior angle is equal to the sum of the:GJH
Angles JHI and GJH are inscribed angles. We have that m∠JHI = b and m∠GJH = a by the . Angle JHI is an exterior angle of triangle . Because the measure of an exterior angle is equal to the sum of the:substitution property

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