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A triangle is given with sides of 12, 15, and 18. Find the segments

A triangle is given with sides of 12, 15, and 18. Find the segments

Geometry

From point A, not lying on the circle, a tangent

From point A, not lying on the circle, a tangent

Geometry

01.011. We have an isosceles triangle. Its base is 4√2 cm, and the median to a lateral side is 5

01.011. We have an isosceles triangle. Its base is 4√2 cm, and the median to a lateral side is 5

Geometry

10.010 Each side of an equilateral triangle is divided into three equal parts

10.010 Each side of an equilateral triangle is divided into three equal parts

Geometry

10.009 In an isosceles triangle, the base is 16, and a side is 10

10.009 In an isosceles triangle, the base is 16, and a side is 10

Geometry

01.008 In an isosceles triangle, a median is drawn to a side equal to 4

01.008 In an isosceles triangle, a median is drawn to a side equal to 4

Geometry

01.007 Trapezoid bases: inscribed circle (diameter 15) and leg (17)

01.007 Trapezoid bases: inscribed circle (diameter 15) and leg (17)

Geometry

01.006 Finding the distance for externally tangent circles (R=3, r=1)

01.006 Finding the distance for externally tangent circles (R=3, r=1)

Geometry

01.005 Perimeter of a Square Inscribed in a Right Triangle with Legs a and b

01.005 Perimeter of a Square Inscribed in a Right Triangle with Legs a and b

Geometry

01.004 The height of a rhombus drawn from the vertex of an obtuse angle divides its side into segments of length m and n

01.004 The height of a rhombus drawn from the vertex of an obtuse angle divides its side into segments of length m and n

Geometry