Emily wants to calculate the download time for a file, given its size in megabytes (MB) and download speed in megabits per second (mbps), considering there are 8 megabits in 1 megabyte. Your task is to write a program for Emily to calculate and display the time taken to download the file in hours, minutes, and seconds format.ExampleInput:MB = 800mbps = 40Output:Download Time: 0 hours, 2 minutes, and 40 secondsExplanation:Convert the file size to bits (800 MB * 8 bits/byte = 6400 megabits) and divide it by the download speed (6400 mbps / 40 mbps = 160 seconds). Now, convert the download time in seconds to hours, minutes and seconds: 160 seconds is equal to 2 minutes and 40 seconds. So, the download time is 0 hours, 2 minutes and 40 seconds.Input format :The first line of input consists of an integer N, representing the file size in megabytes (MB).The second line consists of an integer S, representing the network speed in megabits per second(mbps).Output format :The output prints "Download Time: X hours, Y minutes, and Z seconds", where X, Y and Z are integers representing the hours, minutes and seconds respectively.Refer to the sample output for formatting specifications.Code constraints :In this scenario, the test cases fall under the following constraints:1 ≤ N ≤ 1041 ≤ S ≤ 40Sample test cases :Input 1 :1753Output 1 :Download Time: 0 hours, 7 minutes, and 46 secondsInput 2 :10232Output 2 :Download Time: 1 hours, 8 minutes, and 12 secondsInput 3 :80040Output 3 :Download Time: 0 hours, 2 m
Question
Emily wants to calculate the download time for a file, given its size in megabytes (MB) and download speed in megabits per second (mbps), considering there are 8 megabits in 1 megabyte. Your task is to write a program for Emily to calculate and display the time taken to download the file in hours, minutes, and seconds format.ExampleInput:MB = 800mbps = 40Output:Download Time: 0 hours, 2 minutes, and 40 secondsExplanation:Convert the file size to bits (800 MB * 8 bits/byte = 6400 megabits) and divide it by the download speed (6400 mbps / 40 mbps = 160 seconds). Now, convert the download time in seconds to hours, minutes and seconds: 160 seconds is equal to 2 minutes and 40 seconds. So, the download time is 0 hours, 2 minutes and 40 seconds.Input format :The first line of input consists of an integer N, representing the file size in megabytes (MB).The second line consists of an integer S, representing the network speed in megabits per second(mbps).Output format :The output prints "Download Time: X hours, Y minutes, and Z seconds", where X, Y and Z are integers representing the hours, minutes and seconds respectively.Refer to the sample output for formatting specifications.Code constraints :In this scenario, the test cases fall under the following constraints:1 ≤ N ≤ 1041 ≤ S ≤ 40Sample test cases :Input 1 :1753Output 1 :Download Time: 0 hours, 7 minutes, and 46 secondsInput 2 :10232Output 2 :Download Time: 1 hours, 8 minutes, and 12 secondsInput 3 :80040Output 3 :Download Time: 0 hours, 2 m
Solution
Here is a Python program that can help Emily calculate the download time for a file:
def calculate_download_time(N, S):
# Convert file size to megabits
file_size_megabits = N * 8
# Calculate download time in seconds
download_time_seconds = file_size_megabits / S
# Convert download time to hours, minutes and seconds
hours = download_time_seconds // 3600
download_time_seconds %= 3600
minutes = download_time_seconds // 60
seconds = download_time_seconds % 60
return int(hours), int(minutes), int(seconds)
# Test the function with sample inputs
N = 1753
S = 40
hours, minutes, seconds = calculate_download_time(N, S)
print(f"Download Time: {hours} hours, {minutes} minutes, and {seconds} seconds")
This program first converts the file size from megabytes to megabits, then calculates the download time in seconds by dividing the file size by the download speed. It then converts the download time from seconds to hours, minutes, and seconds using floor division and modulus operations. Finally, it prints the download time in the format "Download Time: X hours, Y minutes, and Z seconds".
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