Jeopardy
description
Transcript of Jeopardy
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JeopardyCircumference Proportion Inscribed
anglesAdding Angles
Together Random
Q $100
Q $200
Q $300
Q $400
Q $500
Q $100 Q $100Q $100 Q $100
Q $200 Q $200 Q $200 Q $200
Q $300 Q $300 Q $300 Q $300
Q $400 Q $400 Q $400 Q $400
Q $500 Q $500 Q $500 Q $500
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$100 Question from Circumference
Find the circumference of the circle.
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$100 Answer from Circumference
(diameter * 3.14)
8 * 3.14 = 25.12”
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$200 Question from Circumference
Find the circumference of the circle.
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$200 Answer from Circumference
Diameter= radius*23*2=6
(diameter * 3.14)
6 * 3.14 = 18.84 cm
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$300 Question from Circumference
• A square is circumscribed inside a circle. What is the circumference of the circle? Use 3.14 for pi.
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$300 Answer from Circumference
A2 + B2 = C2
52 + 52 = C2
25 + 25 = C2
50 = C2
C = (diameter)
(diameter * 3.14)
7.07 * 3.14 = 22.199 inches
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$400 Question from Circumference
• A square is circumscribed inside a circle. What is the circumference of the circle? Use 3.14 for pi.
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$400 Answer from Circumference
A2 + B2 = C2
6.52 + 6.52 = C2
42.25 + 42.25 = C2
84.5 = C2
C = (diameter)
(diameter * 3.14)
9.19 * 3.14 = 28.8566 meters
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$500 Question from Circumference
A square is circumscribed inside a circle. What is the circumference of the circle? Use 3.14 for pi.
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$500 Answer from Circumference
A2 + B2 = C2
34.72 + 34.72 = C2
1204.09 + 1204.09 = C2
2408.18 = C2
C = (diameter)
(diameter * 3.14)
49.07 * 3.14 = 154.089 feet
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$100 Question from Proportion
Central Angle _________
Arc Length__2cm____
Circumference __36cm_
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$100 Answer from Proportion=
Cross Multiply 2* 360 = 36x
Divide
X = 20⁰
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$200 Question from Proportion
Central Angle _________
Arc Length__89cm____
Circumference ________
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$200 Answer from Proportion=
Cross Multiply 89 * 360 = 18x
Divide
X = 1780 cm
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$300 Question from Proportion
Find “x.”
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$300 Answer from Proportion=
Cross Multiply 56.4 * 100 = 360x
Divide
X = 15.666 inches
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$400 Question from ProportionFind “x.”
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$400 Answer from Proportion=
Cross Multiply 67x= 360* 24
Divide
X = 128.95 feet
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$500 Question from ProportionFind theMissingPiece.
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$500 Answer from Proportion=
Cross Multiply 17° x = 360*4.3
Divide
X = 91.05 cm
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$100 Question from Inscribed Angles
Find x
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$100 Answer fromInscribed Angles
X=
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$200 Question fromInscribed Angles
Find the arc length.
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$200 Answer fromInscribed Angles
20 * 2
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$300 Question fromInscribed Angles
Find x.
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$300 Answer fromInscribed Angles
100 / 2X=
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$400 Question fromInscribed Angles
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$400 Answer fromInscribed Angles
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$500 Question fromInscribed Angles
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$500 Answer fromInscribed Angles
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$100 Question from Adding Angles Together
Find x.
x 93𝑜
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$100 Answer fromAdding Angles Together
X + 93 = 180180 – 93 = X
x 93𝑜
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$200 Question fromAdding Angles Together
Find xx + 5 1 02
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$200 Answer from Adding Angles Together
X + 5 + 102 = 180X + 107 =180180 – 107 = XX =
x + 5 1 02
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$300 Question from Adding Angles Together
Find x.
Find the missing angle.
x + 9 680
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$300 Answer from Adding Angles Together
X + 9 + 68 = 180X + 97 = 180180 – 97 = XX =
9 + 83 =
x + 9 680
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$400 Question from Adding Angles Together
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$400 Answer from Adding Angles Together
5x + 6 + x = 180°
Combine Like Terms ∠RTF = (5x + 6)°6x + 6 = 180° = (5(29) + 6) - 6 - 66x = 174° = 145 + 6∠RTF = 151⁰X = 29
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$500 Question from Adding Angles Together
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$500 Answer from Adding Angles Together
4x + 32 + x = 180°
Combine Like Terms ∠RTF = (4x + 32)°5x + 32 = 180° = (4(29.6) + 32) - 32 - 325x = 148° = 118.4 + 32
∠RTF = 150.4⁰X = 29.6
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$100 Question from RandomHow many degrees make up a circle?
How many degrees make up a circle’s diameter?
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$100 Answer from Random A circle has 360⁰
The diameter is a straight line = 180⁰
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$200 Question from RandomGive the circumference of the
circle in radians.
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$200 Answer from Random (Diameter)*π
12* π
12π (ft)
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$300 Question from RandomWhy is that if I have a circle cut in half, that no matter where I draw an inscribed angle, it will be 90 ?⁰
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$300 Answer from RandomDividing the circle in half, means making two hemispheres.
A hemisphere has 180 .⁰
The inscribed angle is half the arc length.½ (180) = 90 (which is a right angle)⁰
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$400 Question from RandomAre arcs TM and BC not congruent? Why?
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$400 Answer from Random
Arcs TM and BC may share the same central angle, but their intersecting arcs are not the same size.
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$500 Question from RandomFind m∠PST
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$500 Answer from RandomArc PT = 66⁰
∠PST = arc PT½ (66) = ½ 33⁰