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[DOC File]Lesson Plan #6
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Sep 07, 2011 · This is the rectangular equation for the parametric equations given above. If you would like to graph this equation to check that it represents the same graph from the parametric equations, solve for y. We get then then. Graph both equations in function mode in your calculator.
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[DOC File]Calculus 2 Lecture Notes, Section 9.7
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The rectangular coordinate equation for this orientation is , where , which implies that , and that the directrix is at Theorem 7.2: Polar equations for conic sections with different directrixes. The conic section with eccentricity e > 0, focus (0, 0) and the indicated directrix has the polar equation…
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[DOCX File]Mayfield High School
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Lesson 1-3: Parametric EquationsDate _____ Learning Goals: I can write and graph parametric equations. I can . convert. parametric equations in. to. rectangular form. I can solve applications involving parametric equations. Parametric equations. for a curve are equations in which the . x . and . y
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[DOC File]Pre-Calculus Parametrics Worksheet #2
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Problems 7 and 8: Write two new sets of parametric equations for the following rectangular equations. 7. y = (x + 2)3 – 4 8. x = 9. For the parametric equations x = t and y = t2 a) Sketch the graph and state an appropriate window. b) Graph x = t – 1 and y = t2. How does this compare to the graph in part (a)? c) Graph x = t and y = t2 – 3.
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[DOCX File]VOCABULARY: conic, parabola, ellipse, hyperbola, angle of ...
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14.Eliminate the parameter of a parametric equation, write the rectangular equation and graph the curve. 15.Find the parametric equations for a given line, conic, or graph. 16.Use directed distance and directed angle to plot points in the polar coordinate system. 17.Convert coordinates from polar to rectangular.
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[DOC File]Calculus 2 Lecture Notes, Section 9.7
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The rectangular coordinate equation for this orientation is . For an ellipse, the range of the eccentricity is 0 < e < 1. The rectangular coordinate equation for this orientation is , where , which implies that and the directrix is at . For a hyperbola, , the eccentricity has value e > 1.
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[DOC File]Eliminate the parameter to write the corresponding ...
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C. Find the corresponding rectangular coordinates for the point. A. B. C. Rectangular coordinates of a point are given. Find the polar coordinates. 7. (-2, -2) 8. (-3, 0) Convert the rectangular equation to polar form. 9. x2 + y2 = 81 10. 4x ( 2y + 5 = 0. Convert the polar equation to rectangular equation in rectangular form. 11. 12.
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[DOC File]Eliminate the parameter to write the corresponding ...
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4. Using the parametric equations . A. Complete a table: B. Plot the points (x, y) from the table to graph the parametric equations. (Use arrows to show the direction. 5. Find two different sets of parametric equations for y = -7x4 ( 2x2 + 5. A. x = t B. x = t + 1
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[DOC File]Pre-Calculus Parametrics Worksheet #2
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Problems 11 and 12: Write two new sets of parametric equations for the following rectangular equations. 11. y = (x + 2)3 – 4 12. x = Problems 13 – 15: Write a new set of parametric equations with the following transformations for x = t4 – 3 and y = 2t. 13. Shift right 7 14. Shift up 7 and horizonatally 15. Shift left 3 and
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Rectangular equation to parametric equation