Question: python sum In mathematics, the summation operator (commonly written as ) can be used to add up sequences of simple or complicated expressions. It takes

python sum

python sum In mathematics, the summation operator (commonly written as ) can

In mathematics, the summation operator (commonly written as ) can be used to add up sequences of simple or complicated expressions. It takes in a lower bound, upper bound, and a function, then adds up copies of the function with a starting input of the lower bound, incrementing the input by 1 until reaching the upper bound. For example, the summation of from 3 to 6 would be calculated as follows 6 i" = 32 +42 +52 +62 = 86 Your task is to write a function called summation ( that takes in three parameters A lower bound for the summation An upper bound for the summation string, either 'square', 'cube', or 'inverse', specifying the function to be summed A o If this parameter is square', perform a summation of o If this parameter is cube', perform a summation of o If this parameter is 'inverse, perform a summation of Constraints/Comments You should write a main ( ) function to prompt the user for inputs. Ask for a lower bound, an upper bound, and a function name. Then, your main function should call summation () using the given inputs and print out the result. You may assume the upper and lower bounds of the summation will be integers, but make sure you don't divide by zero;) Clarification (2/19): If the user tries to enter any range of numbers that includes 0 and requests the inverse function, print an appropriate error message. You are not required to re-prompt the user You may assume that a valid function name out of the three will be entered However, the parameter specifying the function to be summed must not be case-sensitive Cube', "INVERSE', and 'squArE' should all be valid user inputs You are not allowed to import any modules for this problem An example program output is shown below Enter a lower bound f r summation : 2 Enter an upper bound for summation: 5 Enter a function to be summed (square, cube, inverse): Inverse The result of the summation is 1.2833333333333332

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer
Step: 1 Unlock blur-text-image
Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock
Step: 3 Unlock

Students Have Also Explored These Related Databases Questions!