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Opposite angles of an inscribed
Use the theorems that you that you have learned about inscribed angles and intercepted arcs to explain why inscribed
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Jack
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Use the theorems that you that you have learned about inscribed angles and intercepted arcs to explain why inscribed
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Jack
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Opposite angles of an inscribed quadrilateral can be proven to be (1 point)
• congruent. • complementary. • supplementary.
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Which property of quadrilaterals inscribed in a circle can be used to find the value of x in the figure below?
The difference
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Kim
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why inscribed quadrilaterals have opposite angles that are supplementary?
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Jack
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Opposite angles of an inscribed quadrilateral can be proven to be
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A triangle is inscribed inside a circle with diameter JL and the inscribed angle at K. The m∠J = 36°
. Using what you know
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Triangle XYZ is inscribed inside a cirlce with diameter XZ and the inscribed angle at Y. The measure at X is 59 degrees. using
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In which sentence is the vocabulary word inscribed used correctly?
A.I really liked the inscribed weaving of my sweater. B.My
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hi :)
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Triangle LMN
is inscribed inside a circle with diameter LM ; the inscribed angle is N . The angle measure at the vertex L is
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