Assertion: sphere's area | /r/HasProperty | equal
Facets:
value: times
type: TEMPORAL
value: to 4/3
type: OTHER
value: to π
type: OTHER
value: to the diameter of the circle
type: OTHER
value: to the radius of the cylinder
type: OTHER
value: to the radius of the circle
type: LOCATION
Source sentences:
text: This implies the area of the sphere is equal to the area of the cylinder minus its caps.
text: The Area of a circle is equal to the Radius of the circle multiplied by the Radius and then this number multiplied by 3.1416.
text: The Area of a circle is equal to the Diameter of the circle multiplied by the Diameter and then this number multiplied by 3.1416 and then this total is divided by 4.
text: The Area of a Cylinder is equal to 6.2832 ( 2 × π) times the radius of the Cylinder, times the sum of the Radius plus the Height.
text: The Area of a Sphere is equal to the Square of the Radius of the sphere multiplied by 12.566 ( 4 × π) or Pi times the Diameter squared (
text: He also proved that the area of a circle was equal to π multiplied by the square of the radius of the circle (πr2).
text: As proven by Archimedes, the area of the parabolic segment in the upper figure is equal to 4/3 that of the inscribed triangle in the lower figure.