Stationary Points
A stationary point on a curve is where the gradient is $0$. This occurs when $f' x = 0$. For example, the curve $y = x^2$ has a stationary point at $ 0, 0 $. Local Maximum and Mini...
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A stationary point on a curve is where the gradient is $0$. This occurs when $f' x = 0$. For example, the curve $y = x^2$ has a stationary point at $ 0, 0 $. Local Maximum and Mini...
A stationary point on a curve is where the gradient is $0$. This occurs when $f' x = 0$. For example, the curve $y = x^2$ has a stationary point at $ 0, 0 $. Local Maximum and Mini...
WARNING This document was AI generated. The equation $ax^n$ is the standard form used for differentiating terms in a polynomial. The Power Rule To differentiate $ax^n$, you multipl...
WARNING This document was AI generated. The equation $ax^n$ is the standard form used for differentiating terms in a polynomial. The Power Rule To differentiate $ax^n$, you multipl...