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Warm up
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Review HW
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Case I: Central Angle: Vertex is
AT the center A P B
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Case II: Inscribed Angle: Vertex is ON circle
ANGLE ARC ANGLE ARC
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160 The arc is twice as big as the angle!! 80
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Find the value of x and y 120 x y
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x = 22 112 Examples 1. If mJK = 80 and JMK = 2x – 4, find x.
2. If mMKS = 56, find m MS. 112 M Q K S J
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Find the measure of DOG and DIG
72˚ G If two inscribed angles intercept the same arc, then they are congruent. O I
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If all the vertices of a polygon touch the edge of the circle, the polygon is INSCRIBED and the circle is CIRCUMSCRIBED.
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a quadrilateral inscribed in a circle: opposite angles are supplementary.
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If a right triangle is inscribed in a circle then the hypotenuse is the diameter of the circle.
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x = 3 In J, m3 = 5x and m 4 = 2x + 9. Example 3
Find the value of x. 3 Q D J T U 4 x = 3
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Example 4 In K, GH is a diameter and mGNH = 4x – 14. Find the value of x. 4x – 14 = 90 H K G N x = 26 Bonus: What type of triangle is this? Why?
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y = 70 z = 95 110 + y =180 z + 85 = 180 Example 5 Find y and z. z 110
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Get in your groups please.
Practice WS Get in your groups please. 12 problems
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Choose even or odd problems
Homework WS Day 21 Inscribed Angles Choose even or odd problems
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