Index Laws

The animation demonstrates how to simplify the algebraic expression (\dfrac{(2xy^{5})^{3}x^{-2}}{4x^{-2}y^{10}}) into (2x^{3}y^{5}) by applying the laws of integral indices. It visually breaks down the process into three clear steps: distributing the exponent, moving negative exponents across the fraction bar, and subtracting exponents with matching bases.