f(x) = sinx Find the antiderivative of the following function. f(x) = cosx What is the antiderivative of the integral of x^(-1/2) sin 4x^(1/2) dx? Find the antiderivative of f(x) = \sin x \cos x. Determine the
Antiderivative: The antiderivative of a function is defined using a constant. This constant is the constant of integration resulting from the indefinite integral. We can only determine the constant when we know the behavior of the antiderivative at a point. ...
Antiderivative of a function is obtained by integrating that function. 1. Simplify the function . 2. Integrate the function. 3. Use "C" as constant of integration. Answer and Explanation:1 Anti derivative ofx+7xis ∫x+7xdx {eq}\Rightarrow \int \frac {\sqrt x}{x}... ...
An antiderivative of a function f(x) is a function whose derivative is equal to f(x). ... An indefinite integral is an integral written without terminals;
sinx -cosx + c sec²x tanx + c cscxcotx -cscx + c secxtanx secx + c csc²x -cotx + c sin⁻¹(x) 1/√(1-x²) sec⁻¹(x) 1/|x|√(x²-1) tan⁻¹ 1/(x²+1) synthetic division its on the thing long division its on the thing completing the square (...
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sinx -cosx + c sec²x tanx + c cscxcotx -cscx + c secxtanx secx + c csc²x -cotx + c sin⁻¹(x) 1/√(1-x²) sec⁻¹(x) 1/|x|√(x²-1) tan⁻¹ 1/(x²+1) synthetic division its on the thing long division its on the thing completing the square (...