annotated: HPC: Cu 10 & 11: Conic Sections and Limits: Review

annotated: HPC: Cu 10 & 11: Conic Sections and Limits: Review
annotated: HPC: Cu 10 & 11: Conic Sections and Limits: Review
annotated: HPC: Cu 10 & 11: Conic Sections and Limits: Review
annotated: HPC: Cu 10 & 11: Conic Sections and Limits: Review
annotated: HPC: Cu 10 & 11: Conic Sections and Limits: Review
annotated: HPC: Cu 10 & 11: Conic Sections and Limits: Review
annotated: HPC: Cu 10 & 11: Conic Sections and Limits: Review
annotated: HPC: Cu 10 & 11: Conic Sections and Limits: Review
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Distance formula
Finding equations of circles in standard form
Graphing circles
Using completing the square to write an equation for a circle
The parabola 〖(x-h)〗^2=4p(y-k) and 〖(y-k)〗^2=4p(x-h)
Vertex, focus, directrix, axis of symmetry, focal width
Graphing parabolas
Find an equation in standard form for the parabola that satisfies given conditions
Application involving equations of parabolas
Ellipses with center at (0, 0)
Use the center, vertices, foci, semi major and minor axes, and its Pythagorean relation to graph ellipses
Find an equation in standard form for the ellipse that satisfies the given conditions
Ellipses with center at (h, k)
Use the center, vertices, foci, semi major and minor axes, and its Pythagorean relation to graph ellipses
Find an equation in standard form for the ellipse that satisfies the given conditions
Application involving ellipse
Hyperbolas with center at (0, 0)
Use the center, foci, vertices, semi transverse and conjugate axes, asymptotes, and Pythagorean relation to graph Hyperbolas
Find an equation in standard form for the hyperbola that satisfies the given conditions
Hyperbolas with center at (h, k)
Use the center, foci, vertices, semi transverse and conjugate axes, asymptotes, and Pythagorean relation to graph Hyperbolas
Find an equation in standard form for the hyperbola that satisfies the given conditions
Using limit properties
Limits of continuous functions
Finding limits by substitution
Explain why you cannot use substitution to find the limit and then find the limit algebraically if it exists
Finding limits using tables
One sided and two-sided limits
Finding a limit using graphs
Finding a limit at a point of discontinuity
Limits at infinity
Math XL problems to review CU 10: Conic Sections and CU 11: Limits
Total Pages
42 pages
Answer Key
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Teaching Duration
1 hour
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