Chat with AIExam 9: Extension E: Vectors and the Geometry of Space
Exam 1: Extension A: Functions and Models20 Questions
Exam 1: Extension B: Functions and Models5 Questions
Exam 1: Extension C: Functions and Models8 Questions
Exam 1: Extension D: Functions and Models12 Questions
Exam 1: Extension E: Functions and Models7 Questions
Exam 1: Extension F: Functions and Models5 Questions
Exam 2: Extension A: Limits and Derivatives9 Questions
Exam 2: Extension B: Limits and Derivatives5 Questions
Exam 2: Extension C: Limits and Derivatives6 Questions
Exam 2: Extension D: Limits and Derivatives6 Questions
Exam 2: Extension E : Limits and Derivatives5 Questions
Exam 2: Extension F: Limits and Derivatives5 Questions
Exam 2: Extension G: Limits and Derivatives10 Questions
Exam 2: Extension H: Limits and Derivatives5 Questions
Exam 3: Extension A: Differentiation Rules5 Questions
Exam 3: Extension B: Differentiation Rules11 Questions
Exam 3: Extension C: Differentiation Rules8 Questions
Exam 3: Extension D: Differentiation Rules5 Questions
Exam 3: Extension E: Differentiation Rules4 Questions
Exam 3: Extension F: Differentiation Rules5 Questions
Exam 3: Extension G: Differentiation Rules5 Questions
Exam 4: Extension A: Applications of Differentiation17 Questions
Exam 4: Extension B: Applications of Differentiation8 Questions
Exam 4: Extension C: Applications of Differentiation15 Questions
Exam 4: Extension D: Applications of Differentiation5 Questions
Exam 4: Extension E: Applications of Differentiation12 Questions
Exam 4: Extension F: Applications of Differentiation5 Questions
Exam 4: Extension G: Applications of Differentiation12 Questions
Exam 5: Extension A: Integrals5 Questions
Exam 5: Extension B: Integrals10 Questions
Exam 5: Extension C: Integrals7 Questions
Exam 5: Extension D: Integrals5 Questions
Exam 5: Extension E: Integrals7 Questions
Exam 6: Extension A: Applications of Integration9 Questions
Exam 6: Extension B: Applications of Integration14 Questions
Exam 6: Extension C: Applications of Integration7 Questions
Exam 6: Extension D: Applications of Integration5 Questions
Exam 6: Extension E: Applications of Integration5 Questions
Exam 6: Extension F: Applications of Integration6 Questions
Exam 7: Extension A: Differential Equations11 Questions
Exam 7: Extension B: Differential Equations13 Questions
Exam 7: Extension C: Differential Equations5 Questions
Exam 7: Extension D: Differential Equations8 Questions
Exam 7: Extension E: Differential Equations7 Questions
Exam 7: Extension F: Differential Equations16 Questions
Exam 7: Extension G: Differential Equations10 Questions
Exam 8: Extension A: Infinte Sequences and Series6 Questions
Exam 8: Extension B: Infinte Sequences and Series11 Questions
Exam 8: Extension C: Infinte Sequences and Series7 Questions
Exam 8: Extension D: Infinte Sequences and Series5 Questions
Exam 8: Extension E: Infinte Sequences and Series6 Questions
Exam 8: Extension F: Infinte Sequences and Series5 Questions
Exam 8: Extension G: Infinte Sequences and Series8 Questions
Exam 8: Extension H: Infinte Sequences and Series5 Questions
Exam 9: Extension A: Vectors and the Geometry of Space5 Questions
Exam 9: Extension B: Vectors and the Geometry of Space5 Questions
Exam 9: Extension C: Vectors and the Geometry of Space5 Questions
Exam 9: Extension D: Vectors and the Geometry of Space6 Questions
Exam 9: Extension E: Vectors and the Geometry of Space9 Questions
Exam 10: Extension A: Vector Functions9 Questions
Exam 10: Extension B: Vector Functions5 Questions
Exam 10: Extension C: Vector Functions5 Questions
Exam 10: Extension D: Vector Functions7 Questions
Exam 10: Extension E: Vector Functions10 Questions
Exam 10: Extension F: Vector Functions4 Questions
Exam 10: Extension H: Vector Functions5 Questions
Exam 10: Extension G: Vector Functions9 Questions
Exam 10: Extension H: Vector Functions14 Questions
Exam 11: Extension A: Partial Derivatives5 Questions
Exam 11: Extension B: Partial Derivatives13 Questions
Exam 11: Extension C: Partial Derivatives17 Questions
Exam 11: Extension D: Partial Derivatives8 Questions
Exam 11: Extension E: Partial Derivatives5 Questions
Exam 11: Extension F: Partial Derivatives5 Questions
Exam 11: Extension G: Partial Derivatives14 Questions
Exam 11: Extension H: Partial Derivatives6 Questions
Exam 12: Extension A: Multiple Integrals5 Questions
Exam 12: Extension B: Multiple Integrals10 Questions
Exam 12: Extension C: Multiple Integrals11 Questions
Exam 12: Extension D: Multiple Integrals5 Questions
Exam 12: Extension E: Multiple Integrals11 Questions
Exam 12: Extension F: Multiple Integrals5 Questions
Exam 12: Extension G: Multiple Integrals6 Questions
Exam 12: Extension H: Multiple Integrals6 Questions
Exam 13: Extension A: Vector Calculus5 Questions
Exam 13: Extension B: Vector Calculus7 Questions
Exam 13: Extension C: Vector Calculus5 Questions
Exam 13: Extension D: Vector Calculus6 Questions
Exam 13: Extension E: Vector Calculus10 Questions
Exam 13: Extension F: Vector Calculus5 Questions
Exam 13: Extension G: Vector Calculus5 Questions
Exam 13: Extension H: Vector Calculus9 Questions
Exam 13: Extension I: Vector Calculus3 Questions
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Consider the polar equation 
(a)Find the eccentricity and an equation of the directrix of the conic.
(b)Identify the conic.
(c)Sketch the curve.
(a)Find the eccentricity and an equation of the directrix of the conic.
(b)Identify the conic.
(c)Sketch the curve.
Free
(Essay)
4.7/5 
(35)
(35) Correct Answer:
Verified
Verified(a)eccentricity: 2,directrix: 
(b)hyperbola
(c) 
Consider the polar equation 
(a)Find the eccentricity and an equation of the directrix of the conic.
(b)Identify the conic.
(c)Sketch the curve.
(a)Find the eccentricity and an equation of the directrix of the conic.
(b)Identify the conic.
(c)Sketch the curve.
Free
(Essay)
4.8/5 (46)
(46) Correct Answer:Verified
Verified(a)eccentricity: 
,directrix: 
(b)parabola
(c) 
Write a polar equation of the conic that has a focus at the origin,eccentricity 
,and directrix 
Identify the conic.
,and directrix Identify the conic.Free
(Multiple Choice)
4.7/5 (32)
(32) Correct Answer:Verified
VerifiedB
The orbit of Hale-Bopp comet,discovered in 1995,is an ellipse with eccentricity ![The orbit of Hale-Bopp comet,discovered in 1995,is an ellipse with eccentricity and one focus at the Sun.The length of its major axis is AU.[An astronomical unit (AU)is the mean distance between Earth and the Sun,about 93 million miles.] Find the maximum distance from the comet to the Sun.(The perihelion distance from a planet to the Sun is and the aphelion distance is )Find the answer in AU and round to the nearest hundredth.](https://storage.examlex.com/TB6897/11ea8a3b_b71b_3ac0_9fff_91305a78fe67_TB6897_11.jpg)
and one focus at the Sun.The length of its major axis is ![The orbit of Hale-Bopp comet,discovered in 1995,is an ellipse with eccentricity and one focus at the Sun.The length of its major axis is AU.[An astronomical unit (AU)is the mean distance between Earth and the Sun,about 93 million miles.] Find the maximum distance from the comet to the Sun.(The perihelion distance from a planet to the Sun is and the aphelion distance is )Find the answer in AU and round to the nearest hundredth.](https://storage.examlex.com/TB6897/11ea8a3b_b71b_3ac1_9fff_9bfe82eec1d5_TB6897_11.jpg)
AU.[An astronomical unit (AU)is the mean distance between Earth and the Sun,about 93 million miles.] Find the maximum distance from the comet to the Sun.(The perihelion distance from a planet to the Sun is ![The orbit of Hale-Bopp comet,discovered in 1995,is an ellipse with eccentricity and one focus at the Sun.The length of its major axis is AU.[An astronomical unit (AU)is the mean distance between Earth and the Sun,about 93 million miles.] Find the maximum distance from the comet to the Sun.(The perihelion distance from a planet to the Sun is and the aphelion distance is )Find the answer in AU and round to the nearest hundredth.](https://storage.examlex.com/TB6897/11ea8a3b_b71b_3ac2_9fff_29a8f26175a0_TB6897_11.jpg)
and the aphelion distance is ![The orbit of Hale-Bopp comet,discovered in 1995,is an ellipse with eccentricity and one focus at the Sun.The length of its major axis is AU.[An astronomical unit (AU)is the mean distance between Earth and the Sun,about 93 million miles.] Find the maximum distance from the comet to the Sun.(The perihelion distance from a planet to the Sun is and the aphelion distance is )Find the answer in AU and round to the nearest hundredth.](https://storage.examlex.com/TB6897/11ea8a3b_b71b_61d3_9fff_cbb74de85466_TB6897_11.jpg)
)Find the answer in AU and round to the nearest hundredth.
and one focus at the Sun.The length of its major axis is AU.[An astronomical unit (AU)is the mean distance between Earth and the Sun,about 93 million miles.] Find the maximum distance from the comet to the Sun.(The perihelion distance from a planet to the Sun is and the aphelion distance is )Find the answer in AU and round to the nearest hundredth. (Multiple Choice)
4.9/5 (31)
(31) The planet Mercury travels in an elliptical orbit with eccentricity 
Its minimum distance from the Sun is 
km.If the perihelion distance from a planet to the Sun is 
and the aphelion distance is 
,find the maximum distance (in km)from Mercury to the Sun.
Its minimum distance from the Sun is km.If the perihelion distance from a planet to the Sun is and the aphelion distance is ,find the maximum distance (in km)from Mercury to the Sun. (Multiple Choice)
5.0/5 (22)
(22) Write a polar equation in r and 
of an ellipse with the focus at the origin,with the eccentricity 
and vertex at 
of an ellipse with the focus at the origin,with the eccentricity and vertex at (Multiple Choice)
4.7/5 (29)
(29) Write a polar equation in r and 
of a hyperbola with the focus at the origin,with the eccentricity 
and directrix 
of a hyperbola with the focus at the origin,with the eccentricity and directrix (Multiple Choice)
4.7/5 (42)
(42) Write a polar equation in r and of an ellipse with the focus at the origin,with the eccentricity 
and directrix 
and directrix (Multiple Choice)
4.8/5 (33)
(33) 
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