Horner's Method

Horner's Method is a technique for efficiently evaluating a polynomial at a specific value. Instead of calculating each term separately, it rewrites the polynomial in a nested form, allowing you to compute the result step-by-step with fewer multiplications. Think of it as organizing the calculation to minimize steps: starting from the highest degree, you repeatedly multiply by the value and add the next coefficient. This approach simplifies complex polynomial calculations, making them quicker and less prone to error. It's especially useful in computer algorithms and numerical computations where efficiency matters.