**How do I find the major and minor axes of an Socratic**

Sorry my ignorance. "a" and "b" the lengths of the axes of the ellipse and therefore to get the semi-axes they need to be divided by 2. Is this correct? – user18441 Aug 16 '13 at 18:33 Yeah yeah, steal my commments-answer :-).... i have a problem. we have a elliptical orbit. Velocities of perigee point and apogee point is given. I have to find the eccentricity and semi major axis.

**How do I find the major and minor axes of an Socratic**

Note 2: The Parabolic Orbit is very long stretched Elliptical Orbit and cannot be characterized by a semi-major axis or eccentricity. It is determined only by its periapsis distance from the central body.... Sorry my ignorance. "a" and "b" the lengths of the axes of the ellipse and therefore to get the semi-axes they need to be divided by 2. Is this correct? – user18441 Aug 16 '13 at 18:33 Yeah yeah, steal my commments-answer :-).

**find the length of the major axis of the ellipse with equation**

The equation for an ellipse with semi-major axis a along the x-axis, semi-minor axis b along the y-axis, and centered at the origin, is as follows: (9.1.7) x 2 / a 2 + y 2 / b 2 = 1. Example 4: Graph the ellipse with semi-major axis 5 along the x-axis, semi-minor axis 4 along the y-axis… how to find my clan tartan The length of the string equals twice the semi-major axis and the distance between the pins is twice the distance, c = e a. When the pencil is at the semi-major axis, the right triangle formed by the axes and the string allows one to write:

**orbital motion How can I calculate the semi major axis**

Sorry my ignorance. "a" and "b" the lengths of the axes of the ellipse and therefore to get the semi-axes they need to be divided by 2. Is this correct? – user18441 Aug 16 '13 at 18:33 Yeah yeah, steal my commments-answer :-). how to find a woman for me and my wife Sorry my ignorance. "a" and "b" the lengths of the axes of the ellipse and therefore to get the semi-axes they need to be divided by 2. Is this correct? – user18441 Aug 16 '13 at 18:33 Yeah yeah, steal my commments-answer :-).

## How long can it take?

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- How do I find the major and minor axes of an Socratic

## How To Find Semi Major Axis

Using a simulation with two bodies, a planet (with mass 9999999999) and a satellite (with mass 1) placed 10 units from the planet, and a circular orbit, I expect the semi major axis to be 10 but what I get is a negative number.

- The equation for an ellipse with semi-major axis a along the x-axis, semi-minor axis b along the y-axis, and centered at the origin, is as follows: (9.1.7) x 2 / a 2 + y 2 / b 2 = 1. Example 4: Graph the ellipse with semi-major axis 5 along the x-axis, semi-minor axis 4 along the y-axis…
- Sorry my ignorance. "a" and "b" the lengths of the axes of the ellipse and therefore to get the semi-axes they need to be divided by 2. Is this correct? – user18441 Aug 16 '13 at 18:33 Yeah yeah, steal my commments-answer :-).
- Note 2: The Parabolic Orbit is very long stretched Elliptical Orbit and cannot be characterized by a semi-major axis or eccentricity. It is determined only by its periapsis distance from the central body.
- The equation for an ellipse with semi-major axis a along the x-axis, semi-minor axis b along the y-axis, and centered at the origin, is as follows: (9.1.7) x 2 / a 2 + y 2 / b 2 = 1. Example 4: Graph the ellipse with semi-major axis 5 along the x-axis, semi-minor axis 4 along the y-axis…