DIFFERENTIATION (by First principles)

p {margin: 0; padding: 0;} NO Date . CALCULUS IA : Use technology to see what f (x) is or does 1B : DIFFERENTIATION (by first principles) dy y' dx f'(x) "Differentiation" ? What is this? After you do it, you can find the GRADIENT of any tangent to the curve at ONE point or a GRADIEN FUNCTION that gives you the gradient ANYWHERE on that original curve I Step I tradient between 2 points A (xi, yi) B (Xz,y,) M yz - y X2 - X, rise B run y Xz, yz USE of X y.) RUN x