8.) Extend to_secs so that it can cope with real values as inputs. It should always return an integer number of seconds (truncated towards zero): def to - secs ch, m, s)i test (to_secs (2.5, 0, 10.71), 9010) test (to_secs (2.433,0,0), 8758)

C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter6: Modularity Using Functions
Section6.4: A Case Study: Rectangular To Polar Coordinate Conversion
Problem 9E: (Numerical) Write a program that tests the effectiveness of the rand() library function. Start by...
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How do you do 8? It corresponds to 7.
(7.)Write a function to_secs that converts hours, minutes and seconds to a total number of seconds.
Here are some tests that should pass:
def to_secs (h,m, s) :
haurs=h.360o
actual/Mr exPect
test(to_secs (2, 30, 10), 9010)
test(to_secs (2, 0, 0), 7200)
test(to_secs (0, 2, 0), 120)
test(to_secs (0, 0, 42), 42)
test(to_secs (0, -10, 10), -590)
mintes=m. 6
ReHrn hours+ minutes +s
8.) Extend to_secs so that it can cope with real values as inputs. It should always return an integer
number of seconds (truncated towards zero):
def to - secs ch, m,s)i
test(to_secs ( 2.5, 0, 10.71), 9010)
test(to_secs(2.433,0,0), 8758)
Write three functions that are the "inverses" of to_secs:
Opposite
1.
hpurs_in returns the whole integer number of hours represented by a total number of
Jurs-incs): econds. Th= 3b00sec (60*60=3600)
2. minutes_in returns the whole integer number of left over minutes in a total number of
ates_ins) Seconds, once the hours have been taken out.
6060 3. seconds_in returns the left over seconds represented by a total number of seconds.
(6u).
You may assume that the total number of seconds passed to these functions is an integer. He
econds-incs):
3% (6o*60)
FeltaatAinkspy/english3e/fruitful_functions.html[1/4/2012 9:37:16 PM]
Transcribed Image Text:(7.)Write a function to_secs that converts hours, minutes and seconds to a total number of seconds. Here are some tests that should pass: def to_secs (h,m, s) : haurs=h.360o actual/Mr exPect test(to_secs (2, 30, 10), 9010) test(to_secs (2, 0, 0), 7200) test(to_secs (0, 2, 0), 120) test(to_secs (0, 0, 42), 42) test(to_secs (0, -10, 10), -590) mintes=m. 6 ReHrn hours+ minutes +s 8.) Extend to_secs so that it can cope with real values as inputs. It should always return an integer number of seconds (truncated towards zero): def to - secs ch, m,s)i test(to_secs ( 2.5, 0, 10.71), 9010) test(to_secs(2.433,0,0), 8758) Write three functions that are the "inverses" of to_secs: Opposite 1. hpurs_in returns the whole integer number of hours represented by a total number of Jurs-incs): econds. Th= 3b00sec (60*60=3600) 2. minutes_in returns the whole integer number of left over minutes in a total number of ates_ins) Seconds, once the hours have been taken out. 6060 3. seconds_in returns the left over seconds represented by a total number of seconds. (6u). You may assume that the total number of seconds passed to these functions is an integer. He econds-incs): 3% (6o*60) FeltaatAinkspy/english3e/fruitful_functions.html[1/4/2012 9:37:16 PM]
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ISBN:
9781133187844
Author:
Bronson, Gary J.
Publisher:
Course Technology Ptr