To discover the differentiation of f(z) =b, it is important to refer back to the Fundamental...

  

Transcribed Image Text:

To discover the differentiation of f(z) =b, it is important to refer back to the Fundamental Principle of Derivative. Using the knowledge from unit 1, you will use f'(x) = lim f(zh)-f(x) h A-0 1. Using the general function f(x)=b², simply the Fundamental Principle of Derivative to the form of 9 (2) lim k (h) A-0 2. Using desmos.com graph the function k (h) with different values of b, such as 2, 3, 4, 5, etc. 3. Compare the values of b to k(0), what pattern do you notice? To discover the differentiation of f(z) =b, it is important to refer back to the Fundamental Principle of Derivative. Using the knowledge from unit 1, you will use f'(x) = lim f(zh)-f(x) h A-0 1. Using the general function f(x)=b², simply the Fundamental Principle of Derivative to the form of 9 (2) lim k (h) A-0 2. Using desmos.com graph the function k (h) with different values of b, such as 2, 3, 4, 5, etc. 3. Compare the values of b to k(0), what pattern do you notice?

Answer rating: 100% (QA)

The derivative of b x Given function i f100 Tim no 2 3 clearly bud IIm 4so Iim no 4x 57 fah flm ... View the full answer