Explain how the arc BX, central angle BCX, and inscribed BNX are connected. What are the relationships between them?

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Mike Robinson · Answer 1 · 2024-06-01T04:38:00+0000

Answer:

see explanation

Explanation:

arc BX and the central angle BCX are congruent.

central angle BCX is twice the inscribed angle BNX

Then

arc BX = ∠ BCX

∠ BCX = 2 × ∠ BNX

Explain how the arc BX, central angle BCX, and inscribed BNX are connected. What are the relationships between them?

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Explain how the arc BX, central angle BCX, and inscribed BNX are connected. What are the relationships between them?