The arc from A to B not passing through C measures 50 degrees. Select all the true statements.
Angle BCA measures 50 degrees.
Angle BCA measures 25 degrees.
Angle BOA measures 50 degrees.
The arc from B to C not passing through A
measures 180 degrees.
Angles CBO and CAO are congruent

The arc from A to B not passing through C measures 50 degrees Select all the true statements Angle BCA measures 50 degrees Angle BCA measures 25 degrees Angle B class=

Respuesta :

Applying the inscribed angle theorems, the true statements regarding the given diagram are: B. m∠BCA = 25° C. m∠BOA = 50°

What is the Inscribed Angle Theorems?

The inscribed angle theorems state that:

  • Measure of intercepted arc = 1/2(measure of inscribed angle)
  • Measure of intercepted arc = measure of central angle.

∠BCA is an inscribed angle.

m(AB) is the intercepted arc = 50°

∠BOA is the central angle

m∠BCA = 1/2(m(AB) = 1/2(50) = 25°

m∠BOA = m(AB) = 50°

The true statements are:

m∠BCA = 25°

m∠BOA = 50°

Learn more about inscribed angle theorems on:

https://brainly.com/question/3538263

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