The program converts the number of miles enters by the user to an equivalent measure in laps is written in python 3 thus :
def miles_to_laps(miles):
#initialize the function which takes in a single parameter
return (miles/0.25)
mile_value= eval(input("Number of Miles: "))
#allows user to input a value representing distance in miles
print("Number of laps: ",end="")
#display Number o laps with cursor on th same line
print('{:.2f}'.format(miles_to_laps(mile_value)))
#pass user's vlaue to the function to Obtain the lap value.
A sample run of the program is attached.
The program converts the number of miles enters by the user to an equivalent measure in laps is written in python 3 thus :
def miles_to_laps(miles):
#initialize the function which takes in a single parameter
return (miles/0.25)
mile_value= eval(input("Number of Miles: "))
#allows user to input a value representing distance in miles
print("Number of laps: ",end="")
#display Number o laps with cursor on th same line
print('{:.2f}'.format(miles_to_laps(mile_value)))
#pass user's vlaue to the function to Obtain the lap value.
A sample run of the program is attached.
def miles_to_laps(mi):
return f"{mi} mile(s) is {mi/0.25} lap(s)"
print(miles_to_laps(1))
I wrote my code in python 3.8. I hope this helps!
The python program to define a function def miles_to_laps() that takes a number of miles as an function argument and returns the number of laps is given below:
Program:
#defining the function miles_to_laps
def miles_to_laps(num_miles):
#returns the value
return num_miles/0.25
#defining the variable num_miles for user-input
num_miles=float(input("Please enter the number of miles: "))
#x1 holds the function value
x1=miles_to_laps(num_miles)
#format function is used to display the results in the given format
print("{0:.2f} miles is {1:.2f} laps".format(num_miles,x1) )
Output:
Please enter the number of miles: 7.60
7.60 miles is 30.40 laps
Explanation:
Using the def keyword to define the function miles_to_laps() with function argument num_miles.The function will return the number of laps(1 lap is equal to 0.25 miles).The input() function will prompt the user to take the number of miles as input and store it in the variable num_miles.The x1 variable holds the function value.Using the format() function inside the print() function to display the result in the given format.True, a retractable service pit cover can help other shop employees from falling into the pit while another technician is in the pit servicing a car.
Retractable service pit cover is a special cover made to cover service pit which aid inspection and repair of vehicle in an auto workshop.
Retractable service pit ensure safety of workshop technicians around service pits.Retractable service pits aid proper inspection of the beneath of the vehicleRetractable service pits enable the technician to have a close view of the vehicle in repair.The pit also serves as guide to short-eyed people or people to are not aware of the structure.In essence, the pit prevent against injury or death of workers and occupier.In conclusion, the retractable service pit cover help other shop employees from falling into the pit even if they are aware of the structure.
Learn more about retractable service pit in picture attached
"Test Phase " is the correct choice.
Explanation:
DevSecOps seems to be a community as well as experience of corporate data science which encompasses software design, regulation, including operational activities. This same main feature of DevSecOps has always been to strengthen customer achievement as well as expedition importance by computerizing, supervising as well as implementing data protection at all stages of the development including its development tools.The testing method throughout the test phase would then help make sure that the controller is designed mostly under the responsibilities forecasted. The test focuses on either the reaction times, dependability, use of resources but instead interoperability of applications.NTQ
Explanation:
The given sequence is
BHE : FLI : JPM
If is clear that, alphabets on first places are B, F, J. Difference between their place vales is 4.
B+4=F,F+4=J ; so alphabet on first place of next term of sequence is J+4=N.
Similarly, alphabets on second places are H, L, P. Difference between their place vales is 4.
H+4=L,L+4=P ; so alphabet on second place of next term of sequence is P+4=T.
Alphabets on third places are E, I, M. Difference between their place vales is 4.
E+4=I,I+4=M ; so alphabet on third place of next term of sequence is M+4=Q.
Therefore, the next term is NTQ.
The following code or the program will be used
Explanation:
def readFile(filename):
dict = {}
with open(filename, 'r') as infile:
lines = infile.readlines()
for index in range(0, len(lines) - 1, 2):
if lines[index].strip()=='':continue
count = int(lines[index].strip())
name = lines[index + 1].strip()
if count in dict.keys():
name_list = dict.get(count)
name_list.append(name)
name_list.sort()
else:
dict[count] = [name]
print(count,name)
return dict
def output_keys(dict, filename):
with open(filename,'w+') as outfile:
for key in sorted(dict.keys()):
outfile.write('{}: {}\n'.format(key,';'.join(dict.get(key
print('{}: {}\n'.format(key,';'.join(dict.get(key
def output_titles(dict, filename):
titles = []
for title in dict.values():
titles.extend(title)
with open(filename,'w+') as outfile:
for title in sorted(titles):
outfile.write('{}\n'.format(title))
print(title)
def main():
filename = input('Enter input file name: ')
dict = readFile(filename)
if dict is None:
print('Error: Invalid file name provided: {}'.format(filename))
return
print(dict)
output_filename_1 ='output_keys.txt'
output_filename_2 ='output_titles.txt'
output_keys(dict,output_filename_1)
output_titles(dict,output_filename_2)
main()
Energy equation from this week’s notes, your answer from #5, and Plank’s constant (6.63E-34) to find the approximate energy of this photon
Explanation:
1.The amount of energy in those photons is calculated by this equation, E = hf, where E is the energy of the photon in Joules; h is Planck's constant, which is always 6.63 * 10^-34 Joule seconds; and f is the frequency of the light in hertz
2.The first is Planck's equation, which was proposed by Max Planck to describe how energy is transferred in quanta or packets. Planck's equation makes it possible to understand blackbody radiation and the photoelectric effect. The equation is:
E = hν
where
E = energy
h = Planck's constant = 6.626 x 10-34 J·s
ν = frequency
It will provide an instant answer!