The line segment that joints any points on the circumference of a circle with the center is called an Radius. Thus the answer will be True.
Also the Diameter is the line segment which joins two opposite points on the circumference and is given by 2*Radius.
The area of a circle is given by pi*(radius)^2
As you can see to find any of the mensurational properties of a circle radius is the factor you take careof.
I hope this answer helps. All the very best for your future endeavors!
Hi aspirant,
Yes it is true that the line segment joining center of circle to any point falling on it is called radius of the circle. Moreover double of length of the radius is known as diameter of the circle.
Hope it helps!!
Question : Let C be a circle with centre O and radius 5 cm. Let PQ be a tangent to the circle and A be the point of tangency. Let B be a point on PQ such that the length of AB is 12 cm. If the line joining O and B intersects the circle at R, find the length of BR (in cm).
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