In: Anatomy and Physiology
If Julian jumps 35 cm and weighs 100 kg, what would happen to his power output if he were to do each of the following?
| 
 Formula  | 
 Power  | 
 ↑2 kg  | 
 ↑2 kg ↓ 2 cm  | 
 ↓2 kg ↑1 cm  | 
| 
 Lewis equation (W)  | 
 1310  | 
|||
| 
 Sayers equation (W)  | 
 4600  | 
|||
| 
 Harman peak power (W)  | 
 7589  | 
|||
| 
 Harman average power (W)  | 
 1649  | 
Explain how body weight and jump height interact to impact power output.
Ans: The calculations of power output in all three situations of jumps is tabulated below:
| Formula | Power | ↑2 kg | ↑2 kg ↓ 2cm | ↓2 kg ↑1 cm | 
| Lewis equation (W) | 1310 | 1336 | 1273 | 1277 | 
| Sayers equation (W) | 4600 | 4690 | 4569 | 4570 | 
| Harman peak power (W) | 7589 | 7661 | 7537 | 7579 | 
| Harman average power (W) | 1649 | 1695 | 1653 | 1624 | 
By compairing the above power output values in different conditions of body mass and jump height, the following outcomes generated as:
Above all, changes in body mass makes a greater impact on power output as compared to changes in jump height.