Mga halimbawa ng paggamit ng Ellipse sa Ingles at ang kanilang mga pagsasalin sa Tagalog
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Ecclesiastic
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Colloquial
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Computer
The Ellipse Tool.
Then select the Ellipse Tool.
An ellipse with area passes through and and has foci at and.
Find the Ellipse tool.
This has the shape of an ellipse.
Click the Ellipse tool.
In plane, let be the part of the ellipse.
Select the Ellipse Tool.
Set the color to R=255 G=242 B=236 and go to Effect>Convert to Shape> Ellipse.
Choose the ellipse tool.
The p-norm is rarely used for values of p other than 1, 2, and infinity, butsee super ellipse.
Pick the Ellipse tool(I).
Heath gives one of his problems which leads to the ellipse construction.
Label this cut ellipse with a short font.
He is also remembered for another theorem on the four normals to an ellipse from a point inside it.
This includes Ellipse, Rectangle, Symbol and NGon.
Then you can select the ellipse tool.
Let the major axis of an ellipse be, let be its center, and let be one of its foci.
Set the color to R=255 G=82 B=119, lower its Opacity to 30%, and go to Effect>Convert to Shape> Ellipse.
Select the Ellipse Tool(I).
Pick the Ellipse Tool(L) and create a 60 px circle, and then select the Rectangle Tool(M) and create a 30 px square.
Sideways- you draw an ellipse with a pointed nose.
Ellipse π a b{\displaystyle\pi ab\,\!} a{\displaystyle a} and b{\displaystyle b} are the semi-major and semi-minor axes, respectively.
For example, cut an ellipse with a pattern scissors.
The directrix is used in the construction, which follows, mutatis mutandis,the same course as the above construction in the case of the ellipse.
He described the construction of an ellipse with a string fixed at the two foci.
Is a point on the ellipse, and a chord through, such that is parallel to the tangent of the ellipse at. and intersect at.
He only gave a proof of the converse theorem that if the orbit is an ellipse the force is inverse square.
However he did not accept Kepler 's ellipse theories and he published astronomical tables which he hoped would support Copernicus over Kepler.
Asked Newton what orbit a body followed under an inverse square force, andNewton replied immediately that it would be an ellipse.