Cara Mengerjakan Soal integral Matematika edmodo Dengan dengan Wolfram alpha

HOW TO ENTER INPUT This page outlines some important points for writing integrands. The Wolfram Mathematica Online Integrator is powered by webMathematica, so it expects input to be in Mathematica syntax. It can also parse many expressions when they are not in exactly the right form, so people who are unfamiliar with Mathematica syntax details will not usually encounter problems. However, we recommend you become familiar with the material on this page for best results. Basic Rules  Example: Type Sqrt[Sin[x]] for the square root of the sine of x.Names of functions start with capital letters. Arguments of functions are put inside square brackets. Multiplication is indicated by a space. Elementary and Operations Functions Basic Arithmetic Operations  Links in the first column will take you to more information about a particular function in the online MathematicaDocumentation Center. Links in the second column will take you to more information about the function inMathWorld. a + b plus a - b minus a b or a*b times a/b divide a^b power Sqrt[a] square root Mathematical Constants Pi 3.14159... Degree degree I i E e, 2.71828... GoldenRatio golden ratio, 1.61803... EulerGamma Euler's constant, 0.57721... Catalan Catalan's constant, 0.91596... StieltjesGamma[n] Stieltjes constants Trigonometric and Exponential Functions Sin[x], Cos[x], Tan[x], Csc[x], Sec[x], Cot[x] trigonometric functions (with arguments in radians) ArcSin[x], ArcCos[x], ArcTan[x],ArcTan[x,y], ArcCsc[x], ArcSec[x], ArcCot[x]  inverse trigonometric functions (giving results in radians) Exp[x] or E^x exponential function Log[x] natural logarithm Log[b, x] logarithm of x to the base b Sinh[x], Cosh[x], Tanh[x], Csch[x], Sech[x], Coth[x] hyperbolic functions ArcSinh[x], ArcCosh[x], ArcTanh[x], ArcCsch[x], ArcSech[x], ArcCoth[x] inverse hyperbolic functions Higher Mathematical Functions Mathematica includes over 500 higher mathematical functions, including almost all the functions of mathematical physics. Names of functions are usually complete English words. Mathematical functions that are usually referred to by a person's name have names in Mathematica of the form PersonSymbol. For example, the Legendre polynomials are denoted by LegendreP[n, x]. If the standard notation for a mathematical function involves both subscripts and superscripts, the subscript is given before the superscript in the Mathematica form. For example, the associated Legendre polynomials, which are usually written as , are denoted as LegendreP[n, m, x]. Combinatorial polynomials Orthogonal polynomials Gamma and related functions Zeta and related functions Exponential Integral and related functions Error function and related functions Bessel functions Legendre and related functions Confluent hypergeometric functions Hypergeometric functions and generalizations ProductLog function Elliptic integrals Elliptic functions Mathieu and related functions