Problem 2: Multiple stages There are only two rest days in the Tour de France. You will now write a program to calculate the remaining distance before the rest day after each stage. Riders will rest after they finish the fifth stage. Your program will read five distances AS INTEGERS, one for each stage in order. After, you will read the total time of all five days. You will then print how many kilometres are left after each stage and the rider's average speed (in km/h) after all inputed stages, according to the example below. Input You will read from the use the following (in order): • 5 distances one of each stage • The rider's total time across all stages Output End of first stage, {distance}km left until rest day End of second stage, {distance}km left until rest day End of third stage, {distance}km left until rest day End of fourth stage, {distance}km left until rest day --REST-- Average speed across the five days: {speed} km/h Example: Input Output 156 187 198 157 183 20.0 End of first stage, 725km left until rest day End of second stage, 538km left until rest day End of third stage, 340km left until rest day End of fourth stage, 183km left until rest day --REST-- Average speed across the five days:44.05km/h
Max Function
Statistical function is of many categories. One of them is a MAX function. The MAX function returns the largest value from the list of arguments passed to it. MAX function always ignores the empty cells when performing the calculation.
Power Function
A power function is a type of single-term function. Its definition states that it is a variable containing a base value raised to a constant value acting as an exponent. This variable may also have a coefficient. For instance, the area of a circle can be given as:
Problem 2: Multiple stages
There are only two rest days in the Tour de France. You will now write a
Your program will read five distances AS INTEGERS, one for each stage in order. After, you will read the total time of all five days. You will then print how many kilometres are left after each stage and the rider's average speed (in km/h) after all inputed stages, according to the example below.
Input
You will read from the use the following (in order):
• 5 distances one of each stage
• The rider's total time across all stages
Output
End of first stage, {distance}km left until rest day
End of second stage, {distance}km left until rest day
End of third stage, {distance}km left until rest day
End of fourth stage, {distance}km left until rest day
--REST--
Average speed across the five days: {speed} km/h
Example:
Input Output
156 187 198 157 183 20.0 End of first stage, 725km left until rest day
End of second stage, 538km left until rest day
End of third stage, 340km left until rest day
End of fourth stage, 183km left until rest day
--REST--
Average speed across the five days:44.05km/h
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