Using a broader concept of higher-order fuzzy differentiability, the HVI Method (HVIM) was developed to solve nth order FDE(FDE) (Sekar and Sakthivel, [13]; Sekar and Prabhavathi, [14]). A different approach detailed in the works of Sekar and Prabhavathi [14] and Sekar and Sakthivel [13] was contrasted with the discrete solutions that were derived. Reduced computational cost means less time spent using the new method. It is presumed that the fuzzy function and its derivative possess Hukuhara differentiability. The effectiveness of this method was illustrated by the numerical example.