The result of the equation is x=2.
The given equation is 1+1.x⁵¹x²⁷/3=8+1+0. To solve for x, we aim to simplify the equation by combining like terms and finding a value that satisfies the equality.
On the left side, we simplify the expression to 1+1/3x^78, where x^78 is derived from the product of x^51 and x^27. For the equation to hold true, the value of x^78 must equal 27 (as 27/3=9), resulting in x=2 (since 2^78=27).
Therefore, the theoretical explanation involves recognizing the algebraic manipulation needed to simplify the equation and determine the value of x that satisfies the equality. In this case, x=2 is the solution that makes the left side of the equation equivalent to the right side (8+1+0=9).