Answer:
class WeatherForecast(object):
skies = ""
min = 0
max = 0
def get_skies(self):
return self.skies
def set_skies(self, value):
self.skies = value
def get_max(self):
return self.max
def set_max(self, value):
self.max = value
def get_min(self):
return self.min
def set_min(self, value):
self.min = value
def main():
obj1 = WeatherForecast()
obj1.set_skies("Skies1")
obj1.set_max(2)
obj1.set_min(0)
print("Calling get_skies(): ", obj1.get_skies())
print("Calling get_max(): ", obj1.get_max())
print("Calling get_min(): ", obj1.get_min())
main()
Explanation:
- Inside the WeatherForecast class, initialize variables for skies, minimum and maximum.
- Define the getter and setter method for the necessary variables inside the WeatherForecast class.
- Create an object of the class WeatherForecast.
- Call the getter functions of the class and display the results.
- Finally call the main function to test the program.
Answer:
Ans. Ready to download, please see the file attached to this document
Explanation:
Note. Consider changing the cell in yellow, does not make sense, it could be 10100 instead of 1010
Hi, to design this sheet, I also used the and(...) function of MS excel, in which you declate that in order to select a certain answer, 2 or more conditions must be true, in our case, if a purchase is up to 1000, the price would be $1010 (consider changing this value, maybe to 10100), if the purchase is more than 1000 and less than 5000, the price is $9,509.50, and if is more than 5000 units, the price would be $5,5005.50.
Please check the formula for further clarifications.
Best of luck.
“Hexadecimal uses digits that more closely resemble our usual base-10 counting system and it's therefore easier to decide at a glance how big a number like e7 is as opposed to 11100111. Higher information density. With 2 hexadecimal digits, we can express any number from 0 to 255.”
Answer:
D. Spreadsheets
Explanation:
While A also seems correct, a spreadsheet is best at collecting and organizing data. Databases would only store data while a spreadsheet would keep those records, as well as help calculate a budget or payroll.
Answer:
2500 kb
Explanation:
Here, we are to calculate the bandwidth delay product
From the question, we are given that
band width = 500 Mbps
The bandwidth-delay product is = 500 x 10^6 x 25 x 10^-3
= 2500 Kbits
