Mga halimbawa ng paggamit ng Two circles sa Ingles at ang kanilang mga pagsasalin sa Tagalog
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Ecclesiastic
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Colloquial
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Computer
Cut the two circles carefully.
Is the radical axes of the two circles, so.
Two circles for the eye border.
Let be the tangency point of the two circles.
Two circles in a plane intersect.
The eyes consist of two circles of equal size.
Two circles are tangent externaly at a point.
A line is tangent to the two circles at points in the first quadrant.
Two circles and with radii and,, are externally tangent.
Step 1: Use the compass to draw two circles on the black board.
Consider two circles touching externally at point.
Points and lie in the exterior of the triangle and are the centers of two circles with equal radii.
Let and be two circles which intersect at points and.
In each corner a circle is inscribed that also externally touches the two circles inscribed in the adjacent corners.
Two circles and intersect at two points and.
Let and be diameters in the two circles, and let be the midpoint of.
Two circles and are(externally or internally) tangent at a point.
Then draw a circle with two circles on the plate surface.
Two circles are drawn radius, which meet in two points.
In the plane, there are two circles intersecting each other at two points and.
Two circles with different radii intersect in two points and.
Since, from we get,so the power of is the same wrt and, meaning that lies on the radical axis of these two circles, which is.
Consider the two circles and such that is maximal.
In his attempts to square the circle, Hippocrates was able to find the areas of lunes, certain crescent-shaped figures,using his theorem that the ratio of the areas of two circles is the same as the ratio of the squares of their radii.
Two circles and intersect at two distinct points in a plane.
Heraclides Ponticus, when describing the circle of Venus as well as that of the sun,and giving the two circles one centre and one mean motion, showed how Venus is sometimes above, sometimes below the sun.
Two circles and, centered at and with radii and respectively, intersect at and.
In the plane let two circles be given which intersect at two points;
Two circles and touch internally the circle in M and N and the center of is on.
First draw two circles of 9 cm diameter on a piece of thick cardboard with the compass.