Square `ABCD` has sides of length `14.` A circle is drawn through `A` and `D` so that it is tangent to `BC`, as shown. What is the radius of the circle?

ABCD is a square with side length 10. A circle is drawn through A and D so that it is tangent to BC. What is the radius of circle?

Consider a square ABCD of side 60 cm. It contains arcs BD and AC drawn with centres at A and D respectively. A circle is drawn such that it touches side AB, arcs BD and arc AC. What is the radius of the circle?

A tangent of length 16 cm is drawn to a circle at a distance of 20 cm away from the centre of the circle.The radius of the circle is:

ABCD is a square of unit area.A circle is tangent to two sides of ABCD and passes through exactly one of its vertices.The radius of the circle is:

If a square of side 10 is inscribed in a circle then radius of the circle is

If a square of side 10 is inscribed in a circle then radius of the circle is

A is the centre of the circle and ABCD is a square. If BD = 4cm then find the radius of the circle

A is the centre of the circle and ABCD is a square. If BD = 4cm then find the radius of the circle

A is the centre of the circle and ABCD is a square. If BD = 4cm then find the radius of the circle

ABCD is a square of side 10 cm . BC is the tangent . Find the radius of circle .