Examples of using Let be a triangle in English and their translations into Tagalog
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Ecclesiastic
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Colloquial
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Computer
Let be a triangle with area, and let be a point in the plane.
Let be a triangle and and be two points on, such that and let.
Let be a triangle and the points and on the sides respectively, such that.
Let be a triangle with and, Let be the reflection of in the line;
Let be a triangle inscribed in a circle of radius, and let be a point in the interior of triangle. Prove that.
Let be a triangle such that it's circumcircle radius is equal to the radius of outer inscribed circle with respect to.
Let be a triangle and a circle be drawn lying outside the triangle,
Let be a triangle and let be points on the sides, and respectively such that Prove that triangle if is equilateral then triangle is equilateral.
Let be a triangle and let be points on the line such that are the altitude, the angle bisector
Let be a triangle with incenter and let be a circle centered at, whose radius is greater than the inradius and does not pass through any vertex.
Let be a triangle, and the points where the incircle and-excircle touch, and the point on such that the triangles and have equal in-radii.
Let be a triangle and a line which intersects the sides
Let be a triangle, and let,, be 3 points on the sides, and respectively, such that the inradii of the triangles, and are equal with half of the inradius of the triangle. .
Let be a triangle and its bisector at cuts its circumcircle at Let be the incenter of triangle be the midpoint of is the symmetric to with respect to(Assuming is in the circumcircle).
Let be a triangle and let be a circle in its plane passing through and Suppose there exist circles such that for is externally tangent to
Let be a triangle, let be its orthocenter and the midpoints of sides respectively.
Let a triangle be given with,,().
Let be an equilateral triangle and let be a point outside this triangle, such that is an isoscele triangle with a right angle at.
Let be an equilateral triangle and be a point inside the triangle. .
Let be a right triangle with and.