Jeopardy Powerpoint (math 20: Angles And Polygons)

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Round 1

$100

Final Jeopardy

$500

$0

Copying Angles

Similar Definitions Proofs Polygons

Surface Area/

Potpourri

Volume

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Math 20: Angle s and Polyg on Revie w

$100

How do you copy one side length of a triangle?

$100 Draw a straight line longer than the length you will copy. Label a point on the line that will be one endpoint. Extend your compass to the desired length to be copied and transfer that

Scores

$200

How can you create a line perpendicular to another?

$200

A

B

Extend your compass past the midpoint of the line AB. From one endpoint, do not change the compass length, draw an arc above the line. From the other endpoint draw an arc on top of the line. Where the two lines intersect use a straight edge to connect that point to the line AB. Scores

$300 How would you copy the given angle?

$300

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$400

How would you bisect this given angle?

$400

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$500

Explain how to copy a given triangle. *Come up to the board if you wish.

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$100 These are the two characteristics that all similar objects have.

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What are equal angles and proportional sides?

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$200 This is why the following two equilateral triangles are equal. 8cm 3cm

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All equilateral triangles are similar because they have equal angles and proportional sides.

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$300 This is the reason we know the following two squares are similar.

$300 All squares are similar.

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$400 If the two objects are similar this is the length of the shadow produced by the second tree.

10 cm 5 cm 16 cm

?

$400

What is 6 m?

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$500 Are the following polygons similar? 15cm 10 cm 12 cm

12 cm 8 cm 9 cm

8 cm 7 cm

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Nope, they sure aren't.

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$100

These are the properties of a bisector.

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A line or plane that cuts an angle, line, or plane in half.

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$200

These are the properties of a right triangle. Scores

$300

Explain vertically opposite angles.

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1 1

<1=<1 Scores

$400

plain the hypotenuse leg postula

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In a set of right angle triangles if we know the hypotenuses and one set of the legs are congruent then the triangles are congruent as well. Scores

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What relationships exist between scale factor, surface area, and volume?

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Scale factor: a:b Surface 2 2 Area:a :b 3 3 Volume: a :b Scores

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These are the headings of the columns in a two column deductive proof?

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What is a statement and a proof?

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In a two column deductive proof we always state these first.

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What is the given?

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When provided with diagrams and information we should not only put the given in our two column deductive proof but we should also put it here.

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What is the mark the diagram?

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This postulate can be used to prove these two triangles are congruent.

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What is the hypotenuse leg postulate?

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$500 1

2

1

2

This postulate can be used to prove these two triangles are similar. Explain how it satisfies that postulate.

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What is AAS? We can tell this because <1=<1, <2=<2, and the reflexive property.

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$100

This is the definition of a scale factor.

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What is the ratio of the lengths of corresponding sides of two polygons?

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$200

This is the ratio of surface areas between the two cubes. 5

2

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What is 25:4?

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These are the surface areas if the volumes of two substances are 1000 and 64.

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What is 100 and 16?

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$400

If the scale factor of two objects is 1:4 this is what the ratio 1: 64 represents.

$400

What is volume?

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$500

In two solids with corresponding volumes of 125:27 this is the surface area ratio and the scale factor of the two solids.

$500

What is 25:9 and 5:3?

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$100

This postulate states that if two sets of angles in two triangles are the same then the triangles will be similar

$100

What is the AA Similarity Theorem?

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$200

This is the difference that exists between the angles of a 3 sided to a 4 sided polygon.

$200

What is 180° to 360°?

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$300 Can these two triangles be proven congruent?

$300 No, although we have a reflexive side a common angle and another side they must be corresponding sides. Scores

$400 This is the length of the large triangle. 10 cm 4 cm 12 cm

$400

What is 30 cm? (10)(12) 4

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$500 This is how we know
E

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What is alternate interior angles are congruent?

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Polygon Proofs

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Final Jeopary Question

As a team complete the following two column deductive Given: IK is perpendicularproof. to HJ ∆ HIJ is isosceles Prove: HK H = KJ H

K J

I

• Statements

• Proof

1. ∆ HIJ is isosceles 2. IK=HJ

1. Given 2. Given

3.
3. Def'n of perpendicular 4. Def'n of perpendicular

5.
5. Right angles are

7. HI=JI 8. ∆HKI = ∆JKI

6. Reflexive property 7. Def'n of isosceles ∆

9. HK = KJ

8. HL 9. CPCTC

congruent

Scores

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