# Parabolas \$100 100 \$300 \$300 \$200 200 \$400 400 \$500 500 \$100 100 \$300 300 \$200 200 \$400 400 \$500 500 \$100 100 \$300 300 \$200 200 \$400 400 \$500 500 \$100

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• Slide 1
• Parabolas \$100 100 \$300 \$300 \$200 200 \$400 400 \$500 500 \$100 100 \$300 300 \$200 200 \$400 400 \$500 500 \$100 100 \$300 300 \$200 200 \$400 400 \$500 500 \$100 100 \$300 300 \$200 \$200 \$400 400 \$500 500 \$100 100 \$300 \$200 200 \$400 \$400 \$500 \$500Mystery Circles & Ellipses Hyperbolas What am I?
• Slide 2
• Question: In what direction does the parabola open? Check Your Answer Parabolas for \$100
• Slide 3
• Answer: To the right Back to the Game Board Parabolas for \$100
• Slide 4
• Question: What is the equation of the directrix if the focus is at (0, -6)? Check Your Answer Parabolas for \$200
• Slide 5
• Answer: y = 6 Back to the Game Board Parabolas for \$200
• Slide 6
• Write the equation given that the focus is (3, 0). Check Your Answer Parabolas for \$300
• Slide 7
• Answer: Back to the Game Board Parabolas for \$300
• Slide 8
• Find the focus and directrix. Check Your Answer Parabolas for \$400
• Slide 9
• Answer: (0, 7), y = - 7 Back to the Game Board Parabolas for \$400
• Slide 10
• Find the focus and directrix. Check Your Answer Parabolas for \$500
• Slide 11
• Answer: Back to the Game Board Parabolas for \$500
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• Slide 13
• Answer: 1 Back to the Game Board Mystery for \$100
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• Slide 15
• Answer: See Ms. Towner Back to the Game Board Mystery for \$200
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• Slide 17
• Answer: See Ms. Towner Back to the Game Board Mystery for \$300
• Slide 18
• Slide 19
• Answer: See Ms. Towner Back to the Game Board Mystery for \$400
• Slide 20
• Slide 21
• Answer: See Ms. Towner Back to the Game Board Mystery for \$500
• Slide 22
• Write the equation of the circle that passes through the point (-3, 7). Check Your Answer Circles & Ellipses for \$100
• Slide 23
• Answer: Back to the Game Board Circles & Ellipses for \$100
• Slide 24
• Find the vertices and co- vertices. Check Your Answer Circles & Ellipses for \$200
• Slide 25
• Answer: Back to the Game Board Circles & Ellipses for \$200
• Slide 26
• Question: Find the vertices, co- vertices, and foci. Check Your Answer Circles & Ellipses for \$300
• Slide 27
• Answer: Back to the Game Board Circles & Ellipses for \$300
• Slide 28
• Question: Find the vertices, co-vertices, and foci. Check Your Answer Circles & Ellipses for \$400
• Slide 29
• Answer: Back to the Game Board Circles & Ellipses for \$400
• Slide 30
• Question: Write the equation for an ellipse with a co-vertex at (5,0) and a focus at Check Your Answer Circles & Ellipses for \$500
• Slide 31
• Answer: Back to the Game Board Circles & Ellipses for \$500
• Slide 32
• Question: Is the graph of the hyperbola horizontal or vertical? Check Your Answer Hyperbolas for \$100
• Slide 33
• Answer: Horizontal Back to the Game Board Hyperbolas for \$100
• Slide 34
• Question: What are the vertices? Check Your Answer Hyperbolas for \$200
• Slide 35
• Answer: Back to the Game Board Hyperbolas for \$200
• Slide 36
• Question: What is the equation for the hyperbola with a vertex at (2, 0) and a focus at (7, 0)? Check Your Answer Hyperbolas for \$300
• Slide 37
• Answer: Back to the Game Board Hyperbolas for \$300
• Slide 38
• Question: Find the vertices and foci. Check Your Answer Hyperbolas for \$400
• Slide 39
• Answer: Back to the Game Board Hyperbolas for \$400
• Slide 40
• Question: Find the vertices & foci. Check Your Answer Hyperbolas for \$500
• Slide 41
• Answer: Back to the Game Board Hyperbolas for \$500
• Slide 42
• Identify the conic section. Check Your Answer What Am I for \$100
• Slide 43
• Answer: Circle Back to the Game Board What Am I for \$100
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• Slide 45
• Answer: Parabola Back to the Game Board What Am I for \$200
• Slide 46