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"Pre-Calculus Creative End of Year Project ": HTML5 Crossword |
Across3. The hyperbola, circle, and eclipse are apart of the (5,7,0)
6. The two parts of a hyperbola (8,0)
7. The hyperbola is shifted k units (___) if the hyperbola is centered at (h, k) (10)
9. Line segment perpendicular to the transverse axis passing through the center of a hyperbola (9,4,0)
10. The hyperbola is shifted h units (___) if the hyperbola is centered at (h, k) (12,0)
13. Two fixed points that determine the hyperbola's curve (4)
14. If the transverse axis of a hyperbola is horizontal then it opens (4,2,5)
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Down1. If the transverse axis of a hyperbola is vertical then it opens (2,3,4)
2. Is the set of all points (x, y) in a plane such that the difference in distances between (x, y) and wo fixed points (foci) is a positive constant. (9)
3. Midpoint of the hyperbola (6)
4. The line segment between the vertices (10,4)
5. To graph a hyperbola you must first identify its center and (8)
8. The branches of a hyperbola may be wider or narrower depending on the (12,0)
11. The point slope formula can be used to find the (10,0)
12. If the asymptotes of a hyperbola are y = (b/a)x and y = -(b/a)x it is centered at the (6)
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ACROSS
3. The hyperbola, circle, and eclipse are apart of the (5,7,0)
6. The two parts of a hyperbola (8,0)
7. The hyperbola is shifted k units (___) if the hyperbola is centered at (h, k) (10)
9. Line segment perpendicular to the transverse axis passing through the center of a hyperbola (9,4,0)
10. The hyperbola is shifted h units (___) if the hyperbola is centered at (h, k) (12,0)
13. Two fixed points that determine the hyperbola's curve (4)
14. If the transverse axis of a hyperbola is horizontal then it opens (4,2,5)
DOWN
1. If the transverse axis of a hyperbola is vertical then it opens (2,3,4)
2. Is the set of all points (x, y) in a plane such that the difference in distances between (x, y) and wo fixed points (foci) is a positive constant. (9)
3. Midpoint of the hyperbola (6)
4. The line segment between the vertices (10,4)
5. To graph a hyperbola you must first identify its center and (8)
8. The branches of a hyperbola may be wider or narrower depending on the (12,0)
11. The point slope formula can be used to find the (10,0)
12. If the asymptotes of a hyperbola are y = (b/a)x and y = -(b/a)x it is centered at the (6)

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