On the dynamic behaviour of pythagorean triangle employed in power space on account of bilateral swing for given hypotenuse arm

Within the entire volume of power space, the concept of phasor diagram so we have plays a very important role for the complete description of the physicality of any on the ground of some fundamental laws belong to the same. One of the most common phasor diagram, which we generally deal with for the understanding of the concept of power factor is the power (or impedance) triangle. The main objective of this paper is to investigate the dynamic behaviour on account of bilateral swinging of the hypotenuse arm for a given length of the right-angled (or Pythagorean) triangle employed for the physicality of certain, here, this Pythagorean triangle employed for the portrayal of 3 powers of the power space. Due to the dynamicality of such a trigonometrical identity based on the axiom of sides sum difference for triangle lengths is also achieve.