There are almost no limits to the possibilities and tools that Excel offers to do any type of work activities. Over the years, this program has proven to be one of the most useful in the Office suite .
Among the characteristics of this program are the functions of IM.COT and IM.CSCH , for tasks in Engineering. These functions can be applied in Excel sheets, to achieve a series of specific values, with certain calculations.
In See how it is done we explain to you how to use the IM.COT and IM.CSCH functions in Excel and their characteristics.
Use and main characteristics of the IM.COT function in Excel
The IM.COT function in Excel is used to calculate the cotangent of complex numbers in a very simple way. This function works with the text format of x + yi or x + yj for its correct operation.
It contains as a mandatory argument the value of Number , from which the calculation corresponding to the function we mentioned will be performed. Similarly, a series of very fundamental requirements must be met for the correct use of this function.
First, the word COMPLEX can be used to convert the imaginary and real coefficients into the complex coefficients. This is a fundamental strategy for quickly changing the categorization and classification of the values to use.
It is also essential that the text format of the function be complied with so that errors are not emitted. Lastly, you cannot use a logical value to place in the required argument of Number to get it calculated.
The representation of this function in the Excel formula bar is = IM.COT , followed by the respective Number value. It has to be surrounded by parentheses, adding with the value of i, what represents the complex number.
You can also do other useful things in Excel, such as using various types of cell padding in sheets. They serve to add eye-catching visual features to highlight the data and information that needs to be presented, as well as classify it.
On the other hand, there are other very useful functions, such as IM.COS and IM.COSH , also for complex numbers . In this case they refer to the simple cosine and the hyperbolic cosine, also for uses within engineering work.
You can now use the IM.COT function to calculate the cotangent of complex numbers in your work, without much difficulty.
Use and main characteristics of the IM.CSCH function in Excel
In this case, the IM.CSCH function in Excel is used to calculate and return the hyperbolic cosecant. It is based, like the IM.COT function, on the calculation of these trigonometric characteristics of complex numbers.
For its operation, it uses the mandatory argument of Number , from which the hyperbolic cosecant will be calculated with the respective function. It also has a series of rules of use to avoid calculation errors resulting from the Excel program.
Like other occasions, the term COMPLEX can be used to transform real and imaginary values into complex numbers. This is essential to speed up the use of Excel, and to quickly transform the values for use in the function.
Similarly, it is strictly necessary for the complex number to conform to the text format for similar functions. The corresponding text format that applies in this case is also x + yi or x + yj .
Lastly, the function will always throw an error if a logical value is used as a required argument . Therefore, it is necessary that these requirements are met for the calculation that needs to be made to be successful.
Its representation in the formula bar is = IM.CSCH , followed by the required argument or value located within parentheses. It has to be adding to the value of i and surrounded by quotes, for the function to interpret it.
In Excel you can also use the functions of COVARIANZA.M and COVARIANCE.P in the scope of work and statistical calculations . They are very useful functions, like many others found in this very useful Microsoft Office program.
