voimasääntöön
Voimasääntöön is a Finnish term that translates to "power rule" or "rule of powers" in English. It refers to a fundamental principle in calculus used to differentiate functions of the form x^n, where x is a variable and n is a constant exponent. The rule states that the derivative of x^n with respect to x is n times x raised to the power of n-1. Mathematically, this is expressed as d/dx(x^n) = nx^(n-1).
This rule is a cornerstone of differential calculus and simplifies the process of finding derivatives for
The voimasääntöön is often one of the first differentiation rules taught in calculus courses due to its