How does one use IFT to find the inverse of a function? I thought it was something like \int \frac{dx}{df(x)}dx. But that doesn't work with f(x)=x^2:\int...
This tutorial will help you learn what a derivative is in calculus and how to find it. The Derivative of Functionf The derivative of a functionfis an expression that tells you what the slope offis at any point in the domain off.The derivative offis a function itself. In this article, w...
Inverse Inverse laplace transform Laplace Laplace transform Transform In summary, the homework statement is to find the inverse Laplace transform. The attempt at a solution uses the theorem that \mathcal{L}[f(t)*g(t)]=F(s)G(s) where F(s) and G(s) are arbitrary functions. So, we sol...
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Find ddx(x2arctan6x)ddx(x2arctan6x). Step 1 Identify the factors that make up the function. ddx(x2arctan6x)ddx(x2arctan6x) Step 2 Differentiate using the product rule. ddx(x2arctanx)=2xarctanx+x2⋅11+(6x)2⋅6=2xarctanx+6x21+36x2ddx(x2arctanx)=2xarc...
Find out how much you know about graphing inverse functions. Utilize this quiz to test your knowledge on equations which use functions to acquire...
Example 1:To find the domain of a function f(x) = √(x + 3), we apply the rule 2 mentioned above. Then we get: x + 2 ≥ 0. Solving thisinequality, we get x ≥ -2. Thus, the domain of f(x) is [-2, ∞). Example 2:To calculate the domain of a function g(x) = (...
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Learn how to find the square root of 1156 by prime factorisation and repeated subtraction method. Visit BYJU’S to learn the square root of 1156 with solved examples and video lessons.
Square root of a number gives the original number when multiplied by itself, but if a number is multiplied three times, then we can find the cube root of it. Learn to evaluate here at BYJU's.