SUPER AWESOME CONIC MATH GAME
SUPER AWESOME CONIC
MATH GAME
Scoring
First team: 3 points
Anyone else who gets it right: 1 point
1. Identify the conic section:
Ax
2
+Bxy+Cy
2
+Dx+Ey+F=0
A=C
B=0
CIRCLE
2. Identify the conic section:
a
2
+b
2
=c
2
HYPERBOLA
3. Identify the conic section:
−
x
2
+10x+y−21= 0
PARABOLA
4. Identify the conic section:
e= (4/7)
ELLIPSE
5. Identify the conic section:
A set of points equidistant from a single point
CIRCLE
6. Identify the conic section:
Endpoints of transverse axis: (3,4) & (27,4)
HYPERBOLA
7. Identify the conic section:
2a= fixed sum of distances from foci
ELLIPSE
8. Identify the conic section:
Endpoints of focal width: (17,2) & (12,2)
PARABOLA
9. Identify the conic section
5x
2
+7-8x+y-5y
2
=41
HYPERBOLA
10. Identify the conic section
7x-14y
2
+12=3y+6x
2
ELLIPSE
Dive into an exciting conic math game where players can test their knowledge by identifying various conic sections like circles, hyperbolas, ellipses, and parabolas. Each correct answer earns points, creating a competitive and engaging atmosphere. With visually stimulating images and intriguing conic equations, this game is perfect for math enthusiasts looking for a challenge.
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Presentation Transcript
SUPER AWESOME CONIC MATH GAME
Scoring First team: 3 points Anyone else who gets it right: 1 point
1. Identify the conic section: Ax2+Bxy+Cy2+Dx+Ey+F=0 A=C B=0 CIRCLE
2. Identify the conic section: a2+b2=c2 HYPERBOLA
3. Identify the conic section: x2+10x+y 21= 0 PARABOLA
4. Identify the conic section: e= (4/7) ELLIPSE
5. Identify the conic section: A set of points equidistant from a single point CIRCLE
6. Identify the conic section: Endpoints of transverse axis: (3,4) & (27,4) HYPERBOLA
7. Identify the conic section: 2a= fixed sum of distances from foci ELLIPSE
8. Identify the conic section: Endpoints of focal width: (17,2) & (12,2) PARABOLA
9. Identify the conic section 5x2+7-8x+y-5y2=41 HYPERBOLA
10. Identify the conic section 7x-14y2+12=3y+6x2 ELLIPSE
