Inscribed Angles (Quadrilaterals)
Presentation
•
Mathematics
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10th Grade
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Practice Problem
•
Medium
Standards-aligned
Laura Hamm
Used 108+ times
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7 Slides • 3 Questions
1
Inscribed Angles (Quadrilaterals)
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Inscribed Quadrilateral
All 4 angles of the quadrilateral are "inscribed" angles.
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What's so special about inscribed quadrilaterals?
If a quadrilateral is inscribed in a circle, then both pairs of opposite angles are supplementary. (That means they add up to 180.)
4
Fill in the Blanks
Find the value of x.
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5
Fill in the Blanks
Find the value of y.
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6
Those last two problems were too easy.
Think about what equation would be needed to find the value of x in this problem.
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Once you've found x, what about y?
Think about what equation would be needed to find the value of y in this problem.
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How could you check to see if you're right?
What should both pairs of opposite angles add up to again?
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Let's do one more together.
Find the measure of angles L and N.
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Fill in the Blanks
Now it's your turn! Find the value of x.
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Inscribed Angles (Quadrilaterals)
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