Find the linearization L (x) of the function f (x) = 4 x^2 + 7 x at the point x = 1 and use it to estimate the value of f (12 / 10). Find the linearization L(x) to the function f(x) = 5x^{-2} at the poin...
Evaluate g (x) = ln x at the given value of x without using a calculator. x = e^{-4} Let f(x) = (x - 1)^2, g(x) = e^{- 2x}, and h(x) = 1 + \ln(1 - 2x). a) Find the linearizations of f, g, and h at a = 0. ...
Find the equation of the graph that results from reflecting about the line __y = 3__. Y = Find the equation of the graph that results from reflecting about the line __x = 2__. Y = Starting with the graph of y ...
How to Find the Rate of Change in Tables & Graphs 5:24 How to Find Critical Numbers of a Function | Overview & Examples 6:21 4:28 Next Lesson Derivative of a Function | Definition, Formula & Examples Linearization of Functions 9:51 How to Estimate Function Values Using Linearizatio...
The equation for finding a, b, and k is derived from the general form of a logarithmic function, y = a + b ln(x), where x represents time and y represents temperature. By taking the logarithm of both sides and using a technique called linearization, we can transform the equation into...
Write the complex number in trigonometric form without using the calculator. Find derivative of the function: y = \sqrt5{(4x ^2 -3x +1)^3}. Evaluate the integral: int 0 infty (sin (3x) + 2) d/dx delta (x - pi) x. A continuous function d...
What is Newton's Method? from Chapter 10 / Lesson 3 11K Newton's method uses information about derivatives to find roots. In this lesson, explore this idea in depth, including using linearization to estimate where functions equal zero. Related...