The integral of sin xsin x is cosxcosx. The integral of sin xsin x is cosxcosx. The integral of 2 is x2x2. The integral of 2 is x squared.Check Answer Q. 2 Which integration is used to find the area under the curve? Responses Indefinite Integration Indefinite Integrati...
What is the answer to Evaluate e to the x sinx dx? Evaluate the integral? Use integration by parts. uv - int v du u = e^x du = e^x dv = sinx v = -cosx int e^x sinx dx -e^x cosX - int -cosx e^x -e^x cosx + sinx e^x + C ---...
Variance is a statistical measurement of the spread between numbers in a data set. It measures how far each number in the set is from themean(average), and thus from every other number in the set. Variance is often depicted by this symbol: σ2. It is used by both analysts and traders...
What is asymptotic of n^{logn}? integral^2_infinity 2 cos x If f(z) = \int_{4}^{1-4x} \frac {sin(t)} {1+t^2} dt, what is f'(x)? What does beta(\beta) mean in math ? We know that e =\lim_n} \rightarrow {\infty \left ( 1+\frac{1}{n} \right )^n . What...
The Anova word stands for the analysis of variance. The analysis of variance is used to check if the result of an experiment is significant or not. There are two types of Anova one way ANOVA and two-way ANOVA. Answer...
What is the integral of1x(lnx)2? ( only the lnx in the denominator is squared ) Indefinite Integral: We have an indefinite integral whose integrand contains a logarithmic function. There are many ways to find the integral substitution is one such way. Integrals ...
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Kinematics is an integral part of physics that deals with the study of motion. It examines how objects move and change their positions over time, as well as the forces that cause these motions. This field of study looks at velocity, acceleration, displacement, and other related c...
What is the \sqrt{36} ? What is 4 * sqrt(x^2)? What is the tangent of 45? What is the j-invariant? If sin(a) = 7/9 , then what is csc(a)? If sin(A) = 1/(sqrt(2)), what is cot(A)/csc(A)? What is 15 squared?
What is an indefinite integral?Answer and Explanation:You are correct in what a definite integral is. An indefinite integral doesn't have the limits of integration. With an indefinite integral you will arive at a function for your answer. A defnite integral will give a value (an area under...