The size ratio between the major and minor axes is 1.09.

It has a size ratio of 1.16 between its major and minor axes.

The minor axis outlines the secondary movement to the gardens.

It is possible now to read off the major and minor axes of this ellipse.

This keeps the major/minor axis ratio to a theoretical maximum of 2:1.

Its radius varies between the major and minor axis.

The ratio of the major to minor axes' lengths is roughly equal to 1.3.

This just means we are measuring the ellipse in multiple units of the minor axis.

Also built two stands located at both sides of the minor axis, one above the main entrance hall and another in front.

They estimate the ratio of the lengths for the asteroid's major and minor axes is at least 1.26:1.

For the special case where the minor axis is half the major axis, these become:

This indicates a ratio of 1.3 between the lengths of the major and minor axes.

The ratio of the lengths of the major to minor axes for this asteroid were found to be 1.45 0.02.

The semi-minor axis is half of the minor axis.

Vector is the mean direction, and vectors are the major and minor axes.

The overall shape displays little elongation, with a ratio between the major and minor axes equal to 1.1.

The clasp securing his cape was a silver and black oval, bisected along the minor axis.

The minor axis runs through the center of the hyperbola and is perpendicular to the major axis.

The minor axis ends with two chapels.

If the major axis is 2 a, then the minor axis = 2 a sin θ.

If, however, the major and minor axes of the ellipse are equal, then the polarization is said to be circular .

It appears only slightly flattened, with the minor axis being about 89% 3% as large as the major axis.

D = minor axis of upper ellipse of the frustum

This is based on the relationship between the length of the major axis, minor axis, and the angle of impact.

Its eccentricity (minor axis/major axis) is greater than or equal to 0.7 at maximum extent.