MIS 470 – Custom Functions in R – Histogram

In this assignment we will build custom functions in R. As an example the following function called add Percent converts a value into a percentage with one decimal place. add Percent – function(x){percent – round(x*100 digits = 1)result – paste(percent “%” sep = “”)return(result)} Below are a few output results from this function. add Percent(.1)[1] “10%”add Percent(10)[1] “1000%”add   Percent(10.1)[1] “1010%”add Percent(0.1443)[1] “14.4%” Using a Word document include your functions along with least four different output results from each of the functions 1 through 5. Provide screenshots of the output results in a Word document that shows the current date. Requirements: In Depth | .doc file Write a custom R function that inputs a temperature in Fahrenheit Fo and converts to Celsius Co. The relationship is Co = 5(Fo – 32)/9. Write a custom R function that computes the sum of squares of two numbers. Write a custom R function that takes any univariate data set and calculates the mean minimum maximum and standard deviation. In statistics a dataset needs to be transformed in to meet certain assumptions. Write a custom R function that takes any univariate dataset and creates a histogram of the raw dataset and a histogram of the log-transformed data set. Write a custom R function of your own. Describe what your function does and produce the output. Write a custom R function that inputs a temperature in Fahrenheit Fo and converts to Celsius Co. The relationship is Co = 5(Fo – 32)/9.Write a custom R function that computes the sum of squares of two numbers.Write a custom R function that takes any univariate dataset and calculates the mean minimum maximum and standard deviation.In statistics a dataset needs to be transformed in to meet certain assumptions. Write a custom R function that takes any univariate dataset and creates a histogram of the raw dataset and a histogram of the log-transformed dataset.Write a custom R function of your own. Describe what your function does and produce the output. ‘