Conic sections and movement of parabolas | Baamboozle - Baamboozle | The Most Fun Classroom Games!

Team 1
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Team 2
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Teams

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Score

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15

Identify the (h, k), a and b of the elliptic equation

(1, 0), 1, 5

Oops!

Check

Okay!

Check

15

Describe the movement of the parabola given these equations

The parabola gets narrower as the coefficient increases

Oops!

Check

Okay!

Check

boom

Lose 50 points!

Oops!

gift

Win 20 points!

Okay!

gift

Win 10 points!

Okay!

banana

Go to last place!

Oops!

15

What conic section is formed?

ellipse

Oops!

Check

Okay!

Check

15

What conic section is formed?

circle

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Check

Okay!

Check

15

Describe the movement of the parabola given these equations

The parabola gets wider as the coefficient decreases and it goes down as the constant decreases

Oops!

Check

Okay!

Check

15

Identify the center (h, k) and the radius r of the equation

(0, 0) and r=sqrt(30)

Oops!

Check

Okay!

Check

seesaw

Swap points!

Oops!

rocket

Go to first place!

Okay!

gift

Win 25 points!

Okay!

thief

Give points!

5

10

15

20

25

boom

Lose 50 points!

Oops!

shark

Other team loses 20 points!

Okay!

shark

Other team loses 25 points!

Okay!

banana

Go to last place!

Oops!

15

Describe the movement of the parabola given these equations

The parabola gets wider as the coefficient positively decreases

Oops!

Check

Okay!

Check

15

What conic section is formed?

hyperbola

Oops!

Check

Okay!

Check

baam

Lose 15 points!

Oops!

rocket

Go to first place!

Okay!

shark

Other team loses 10 points!

Okay!

lifesaver

Give 10 points!

Oops!

15

Describe the movement of the parabola given these equations

The parabola goes up as the constant increases

Oops!

Check

Okay!

Check

15

Identify the (h, k), a and b of the hyperbolic equation

(0, 0), 5, 5

Oops!

Check

Okay!

Check

15

What conic section is formed?

parabola

Oops!

Check

Okay!

Check

15

Identify the opening and vertex (h, k) of the parabolic equation

opens right and (-2, -4)

Oops!

Check

Okay!

Check

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