Trigonometry

Where there are two, there is natural tension. When another is added the lines of tension are increased by that presence. The balance of the three is twined into the friction thereof. The level of this balance is equated by the need for a solution in the end. HOW then can x be equal to y, and x also equal to z, if z and y are not equal? There is then no solution unless x,y, and z are all imaginary numbers. If it is revealed that one of the three is not equal, it therefore should be removed from the equation. Until it is determined what level of tension is created within this, nothing can be solved.