Respuesta :
Answer:
Yes Kinesiology is the branch of science that is involved in mucles and joints and the movements.
Explanation:
Kinesiology is the investigation of human development and muscle work. The field tries to comprehend the effect of muscle work on well being. Kinesiology draws upon ideas from a few sciences, including biomechanics, life systems, physiology, and neuroscience. The investigation of kinesiology looks to comprehend the mechanics of human development and pinpoints the particular muscles associated with explicit developments. The field sees the human body as a machine that capacities in an exceptionally deliberate manner.
The individuals who work in the field of kinesiology are keen on the manner in which that muscles move.
2. Yes.They can be considered as examples of movement patterns.
3. yes.Nonlocomotor movement refers to the motion of the body while it remains anchored in the same spot.
4. None of the movements can be considered as non locomotor as even while biking the wheel changes with the force generated and there is movement. twisting can be partly non-locomotor as it is on the same place, but the change of direction while twisting can be considered a part of motion.
Locomotor movements are the change of the location from one point to another. The science that involves the movement of muscles is called Kinesiology.
What is Kinesiology?
Kinesiology is a branch of science that deals with the movement of the muscles and the joints of organisms. It also includes fields like neuroscience, physiology, and biomechanics.
Movement patterns involve, sending, receiving, and evading. No, only professional or Olympic athletes are not at advantage to study the motion pattern for improving performance.
Nonlocomotor movement includes the motion at a fixed position, while locomotor involves a change in position.
Twisting can be an example of non-locomotor movement as it requires exercise at a fixed position unlike running, swimming, and biking.
Therefore, the correct options are:
- option A. True
- option A. True
- option B. False
- option A. True
- option B. twisting
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