condyle
Generally speaking, in mathematics, a projection is a mapping of a set (or of a mathematical structure) which is idempotent, which means that a projection is equal to its composition with itself. A projection may also refer to a mapping which has a left inverse.
A projection.
When rounded to the nearest hundredths, 100.147 is rounded to 100.15. When rounded to the nearest tenths, it is rounded to 100.1. When rounded to the nearest hundreds, it is rounded to 100.
Manage
If rounded to a whole number, it would be rounded to 8.
condyle
Head: bony expansion carried on a narrow neckCondyle: rounded articular projectionRamus: armlike bar of bone
Each superior ring is formed by the iliac bone; the anterior side stretches from the ... ligaments --- form a twisting mechanism encircling the neck of the femur. ... in order to constrict the abdominal cavity and pull the diaphragm upward. .... to backward inclination, and the greater sciatic notch is well rounded.
A smooth rounded end of the bone is called a condyle.
tubercle
A meatus is an opening; therefor, it's a depression, not a projection.
A large concave or rounded articular prominence of a bone is called a condyle. Condyles generally serve as sites of attachment for muscles and ligaments, as well as forming joints with other bones.
malleus,ear bone
A sharp projection from the surface of a bone is called a process. Bones can have different types of processes, such as a spinous process, which is a sharp, pointed projection; or a tuberosity, which is a large, rounded projection. Processes serve as attachment points for ligaments and tendons.
A tuberacle is a small, rounded projection of a process formed where tendons or ligaments attach.
A "head". For example, the head of the humerus or head of the femur.
Articular Cartilage