Questions LLC
Login
or
Sign Up
Ask a New Question
Questions
Mathematics
What is an equation of ellipse centre at c(-1,2),focus at f(-1,5)& passes through point p(5,6).
1 answer
look at the second part of this post
http://www.jiskha.com/display.cgi?id=1482579345
You can
ask a new question
or
answer this question
.
Similar Questions
Write the equation of ellipse that satisfy the following condition A)centre at c(-2,3),one focus is f(-2,7) and one vertex is
Top answer:
A) centre at (-2,3) --> (x+2)^2 /a^2 + (y-3)^2 / b^2 = 1 focus at (-2,7) implies the ellipse is
Read more.
find the equation for an ellipse that satisfies the following condition
Vertices at (-3,1) and (9,1) one focus at (7,1) I will
Top answer:
To find the equation for an ellipse that satisfies the given conditions, follow these steps: 1. Find
Read more.
write the equation of the ellipse that has its centre at the origin with focus (0,4) and vertex at (0,7)
Top answer:
the major axis lies along the y-axis, so a^2 + 4^2 = 7^2 a^2 = 33 a=√33 x^2/33 + y^2/49 = 1
Read more.
An ellipse has equation 25𝑥^2 + 16𝑦^2 + 150𝑥 − 32𝑦 = 159. Find the standard equations of all parabolas whose
Top answer:
First find all the goods on 25x^2 + 16y^2 - 150x - 32y = 159 by completing the square 25(x^2 + 6x +
Read more.
The angular momentum of a planet is conserved if taken with respect to:
a)The center of the ellipse b) The focus of the ellipse
Top answer:
Hmmm. None of the answers are correct, as the focus of the ellipse is not at the center of the Sun.
Read more.
any sound from one focus of an ellipse reflects off the ellipse directly back to the other focus. This property explains
Top answer:
"and the distance between the centre between F and F, and the semi-ellipse is 5 meters. " --->
Read more.
For an ellipse, one focus is (0,0), one vertex is (2,0), and the eccentricity is 0.4. How do I find the equation for the
Top answer:
x^2/a^2 + y^2/b^2 = 1 is the standard equation , and eccentricity=sqrt(1-b^2/a^2) Here the equation
Read more.
Write an equation in standard form of the ellipse described. The center of the ellipse is the origin.
Focus at (0, 6); vertex at
Top answer:
the major axis is vertical, and we have a = 7 c = 6 b^2 = a^2-c^2 = 13 x^2/13 + y^2/49 = 1
Read more.
I am terrible at ellipse
The base of an auditorium is in the form of an ellipse 200ft long and 100 ft wide. A pin dropped near
Top answer:
You have a = semi-major axis = 100 b = semi-minor axis = 50 a^2 = b^2+c^2 where c is the distance
Read more.
Given the equation of an ellipse as
5x^2+3y^2-15=0 find the centre and foci
Top answer:
change it to the standard form of an ellipse. 5x^2 + 3y^2 = 15 divide each term by 15 x^2 /3 + y^2
Read more.
Related Questions
If a pebble is dropped into a pond in the shape of an ellipse at the location of one focus, the waves will converge at the
The planet mars travels around the sun in an ellipse whose equation is:
Xsquared/(228)squared + ysquared/(227)squared=1 What is
Which conic section is represented by the polar equation r equals Start Fraction 1 over 4 minus 6 cosine theta End Fraction?
(1
What is the standard-form equation of the ellipse shown?
A graph of an ellipse is shown.A graph of an ellipse is shown.
Write the equation of the ellipse using the given information:
The ellipse has foci (4, 1) and (8, 1) and vertices (1, 1) and
write the vertex form equation of each parabola.
1) Vertex:(-5,8), Focus:(-21/4, 8) 2) Vertex:(-6,-9), Directrix: x= 47/8
What is the equation of an ellipse with a center (-4,2) and a horizonal major axis?
I know the equation is x^2/a^2+y^2/b^2 and
can u help
this the qustion is : A circle passes through the points (1,4)&(5,0) and its centre lies on the line x+y-3=0.Find (i)
can u help
this the qustion is : A circle passes through the points (1,4)&(5,0) and its centre lies on the line x+y-3=0.Find (i)
An orbit of a satellite around a planet is an ellipse, with the planet at one focus of this ellipse. The distance of the
