![]() From this, select the option Analysis ToolPak and click OK.For example, I need to calculate x using the formula shown below given hd and aroof.Ī) Break down the formula and work from inside. From the Tools drop-down menu, select the option Add- Ins.From the menu on the left hand side, select Add-Ins.Click the Microsoft button on the top left of your spreadsheet and select the Excel Opt ions button. ![]() Within this, check the option Analysis ToolPak and click OK.For further details, see the Microsoft Office Support website. You will be presented with the 'Add-Ins' dialog box. Select the option Excel Add-ins from the 'Manage:' drop-down menu (at the bottom of the dialog box) and click Go.From the menu on the left hand side of the dialog box, select Add-Ins The Excel Options dialog box will pop up.Click the File tab (top left of your spreadsheet) and select Options.+ Show How to Do This in current versions of Excel (Excel 2010 or later): If the Excel Engineering functions are not available to you, you will need to load the Analysis Toolpak. Returns the tangent of a complex number (New in Excel 2013) Returns the square root of a complex numberĬalculates the sum of two complex numbers Returns the hyperbolic sine of a complex number (New in Excel 2013) Returns the hyperbolic secant of a complex number (New in Excel 2013) Returns the secant of a complex number (New in Excel 2013) Returns the real coefficient of a complex number Returns the product of up to 255 supplied complex numbers Returns the base-2 logarithm of a complex numberĬalculates a complex number raised to a supplied power Returns the base-10 logarithm of a complex number ![]() Returns the natural logarithm of a complex number Returns the exponential of a complex number Returns the quotient of two supplied complex numbers Returns the hyperbolic cosecant of a complex number (New in Excel 2013) Returns the cosecant of a complex number (New in Excel 2013) Returns the cotangent of a complex number (New in Excel 2013) Returns the hyperbolic cosine of a complex number (New in Excel 2013) Returns the complex conjugate of a complex number Returns the argument Θ (an angle expressed in radians) of a complex number Returns the imaginary coefficient of a complex number Returns the absolute value (the modulus) of a complex number ![]() Tests whether a number is greater than a supplied threshold valueĬonverts user-supplied real and imaginary coefficients into a complex number Tests whether two supplied numbers are equal Returns a number shifted right by a specified number of bits (New in Excel 2013) Returns a number shifted left by a specified number of bits (New in Excel 2013) Returns a Bitwise 'Exclusive Or' of two numbers (New in Excel 2013) Returns a Bitwise 'Or' of two numbers (New in Excel 2013) Returns a Bitwise 'And' of two numbers (New in Excel 2013) Returns the complementary error function integrated between a supplied lower limit and infinity (New in Excel 2010) Returns the complementary error function integrated between a supplied lower limit and infinity Returns the error function integrated between 0 and a supplied limit (New in Excel 2010) Returns the error function integrated between two supplied limits Note that some of the functions are new to Excel 2010 or Excel 2013 and so are not available in earlier versions of Excel.Įxcel Engineering Functions Converting Between Units of MeasurementĬonverts a number from one measurement system to anotherĬalculates the modified Bessel function In(x)Ĭalculates the modified Bessel function Kn(x)Ĭalculates the modified Bessel function Yn(x)Ĭonverts a hexadecimal number to a decimal Selecting a function name will take you to a full description of the function with examples of use. In the tables below, the Excel Engineering functions have been grouped into categories, to help you to find the function you need. Engineers may also find the Excel Math and Trig functions useful. The Excel Engineering Functions perform the most commonly used engineering calculations, many of which relate to Bessel Functions, Complex Numbers or converting between different bases. ![]()
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