Understand Derivative of Inverse Trig Functions with Our Experts!

If f(x) = (3x-7)/(x+1) and g(x) is the inverse of f(x), determine the value of g(2).

Ledexadvanips 2022-08-04

Solve. $f (x) = 4 x + \frac{17}{x}$

Emmanuel Pace 2022-07-31

Find the domain , range and inverse of f(x) = ax+b / cx+d where $a, b, c, d \in R$ and ad-bc =1

Roselyn Daniel 2022-07-27

Find the inverse function if:
$g (x) = 1 + \ln x$

Ismael Molina 2022-07-26

Find the inverse function if:
$2 e^{3 x} = 4 e^{5 x}$

Alexandra Richardson 2022-07-26

Find the inverse function if:
$9^{x} = 2 e^{x^{2}}$

Sonia Ayers 2022-07-13

How is called the class of functions whose inverse function is a polynomial? Is there any study of such functions?

ntaraxq 2022-07-12

Is there any branch of constructing inverse function exist that is inverse of $n$ functions?

Frank Day 2022-07-09

Find the inverse function of
$f (x) = x - (2 \sqrt{x}) + 1$
the domain of definition is $x \geq 0$

orlovskihmw 2022-07-06

The inverse function is
$f^{- 1} (x + 2) = \frac{3 x - 2}{2 x + 3}$
find
$f (\frac{1}{x - 4}) .$

glitinosim3 2022-07-05

What are inverse functions?

Esmeralda Lane 2022-07-03

The function $(\frac{1}{x^{2}})$ is a one to one function on the interval $(0, \infty$ Find a formula for the inverse function on that domain. Sketch the graph of both functions from $0 < x < 4$ How can we choose the right sign for inverse functions?

Banguizb 2022-07-03

$y = 3 x + 7 (\mod 4), x, y \in Z_{4}$
$x = 2, y =$ ??
Find the inverse function and verify the value of $y$ .

Kyle Sutton 2022-07-02

Prove that if $X$ is a subset of $R^{n}$ and $Y$ is a subset of $R^{m}$ , and $X$ and $Y$ are closed and bounded, then if $f : X \to Y$ is continuous and has a inverse function, than the inverse function is also continuous.

Michelle Mendoza 2022-07-01

When inverse functions are helpful?

Jorden Pace 2022-06-30

What does the inverse function say when $det f^{'} (x)$ doesn't equal $0$ ?

Jaqueline Kirby 2022-06-30

Find an example of a function $f : [a, b] \to R$ which is continuous, but not strictly increasing, such that no inverse function $f^{- 1}$ satisfy the property of the Inverse Function Theorem.

cazinskup3 2022-06-26

Can I find the inverse function of the original function by using inverse function theorem?

Santino Bautista 2022-06-26

Find the inverse function
$f (x) = \frac{2^{x} - 2^{- x}}{2} .$

Jeffery Clements 2022-06-25

When we can express the inverse of sum of two functions for example $f = f_{1} + f_{2}$ in terms of inverse of two functions $(f_{1}^{- 1}, f_{2}^{- 1})$ ?

When you are feeling lost solving inverse functions for your differential calculus class, the only way to see some rationale is to look through the questions and answers by taking a detailed approach. If it does not make much sense, you should use equations and graphs as you are proving inverse functions. It will help you to see where things get challenging as you can compare the questions to the answers provided. Just remember that the purpose here is to "undo" another function, which makes the function inverse. Once you learn to reverse-engineer, your general calculus challenges will get easier!

Differential Calculus

Solving Inverse Functions with Examples and Solutions