Design Flexible Math Function

Introduction

In this challenge, researchers are tasked with creating a flexible math function that can handle varying input sizes and perform multiple calculations simultaneously. The function should accept a variable number of integer inputs and return the sum, maximum, and minimum of the input numbers. This versatile function is crucial for scientific computing, where researchers often require adaptable mathematical tools to support their work.

Design Flexible Math Function

In scientific computing, researchers often need versatile mathematical functions that can handle varying input sizes and perform multiple calculations simultaneously. Your task is to create a flexible math function that meets these requirements.

Tasks

Create a function named calculateMath that accepts a variable number of integer inputs
The function should return three values: sum, maximum, and minimum of the input numbers
Implement the function in the math_calculator.go file
Ensure the function works with different numbers of input arguments

Requirements

Use the file ~/project/math_calculator.go
Implement the function using Go's variadic parameter feature
The function must be named calculateMath
Handle cases with at least 1 to 5 input numbers
Return three values: total sum, maximum value, and minimum value
Use appropriate error handling for edge cases

Examples

Run the main function to test the calculateMath function with different input values.

go run math_calculator.go

// Example 1
result1, max1, min1 := calculateMath(10, 20, 30)
// Expected output: sum = 60, max = 30, min = 10

// Example 2
result2, max2, min2 := calculateMath(5, 15, 25, 35)
// Expected output: sum = 80, max = 35, min = 5

Hints

Use the ...int syntax for variadic parameters
Consider using range to iterate through input values
Remember to handle cases with different input sizes
Use built-in functions like len() to check input length

Summary

In summary, this challenge requires the creation of a flexible math function in Go that can accept a variable number of integer inputs and return the sum, maximum, and minimum of those inputs. The function should be able to handle cases with at least 1 to 5 input numbers, and appropriate error handling should be implemented for edge cases. The goal is to develop a versatile mathematical tool that can support the needs of scientific computing researchers.