Please help **Title: Calculating Standard Deviation for a Population****Problem Statement:**The ages (in years) of the 5 doctors at a local clinic are the following:- 48, 32, 31, 30, 39**Objective:**Assuming that these ages constitute an entire population, find the standard deviation of the population. Round your answer to two decimal places.**Instructions:**- Use the provided data for calculation.- If needed, consult a list of formulas to aid in your calculation.**Interactive Features:**- A button labeled "Send data to calculator" to input the values easily.- An input box for entering the final standard deviation result.- Function buttons include "x" (cancel), "↻" (reset), and "?" (help).**Conclusion:**Understanding how to calculate the standard deviation helps measure the variability or dispersion of a data set. Apply the formula for the standard deviation of a population to arrive at the result.**Note:**Ensure you show the steps taken to reach the solution for learning and verification purposes.

Formula : Population standard deviation :Solution : For the given data: Σx = 180, n = 5 Mean = μ = Σx/n = 180/5 = 36 Standard deviation : = √SS/n √(48 - 36)2 + ... + (39 - 36)2/5 = √230/5 = √46 = 6.78 Therefore the standard deviation of the population is 6.78