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xeze [42]
3 years ago
12

Suppose the ESPN website uses 8-bit unsigned integers to store how many points a team has scored in

Computers and Technology
1 answer:
sasho [114]3 years ago
7 0
The answer is 255(base 10). Correct me if I’m wrong!
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In the program below, which two variables have the same scope?
bagirrra123 [75]

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rhymeWord

Explanation:

correct answer edge 2020

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How long will it take to transfer a file size of 1gb on a usb 2.0 and a usb 3.0 drive?
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Turn the wheel to the right and back up slowly until your car is at a 45 angle from the curb.

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2 years ago
Driving is expensive. Write a program with a car's miles/gallon and gas dollars/gallon (both doubles) as input, and output the g
I am Lyosha [343]

Answer:

#program in Python.

#function to calculate driving cost

def driving_cost(d_miles, m_per_gallon, doll_per_gallon):

   #calculate cost and return the value

   return (d_miles / m_per_gallon) * doll_per_gallon

#read the miles per gallon  

m_per_gallon = float(input("Enter car's miles/gallon:"))

#read dollars per gallon

doll_per_gallon = float(input("Enter gas dollars/gallon:"))

#call function to find cost for 10 miles

print('%0.2f' % driving_cost(10, m_per_gallon, doll_per_gallon))

#call function to find cost for 50 miles

print('%0.2f' % driving_cost(50, m_per_gallon, doll_per_gallon))

#call function to find cost for 400 miles

print('%0.2f' % driving_cost(400, m_per_gallon, doll_per_gallon))

Explanation:

Read the value of miles per gallon and assign it to variable "m_per_gallon". Then read dollars per gallon from user and assign it to variable "doll_per_gallon". Call the function driving_cost() with parameter miles, m_per_gallon and doll_per_gallon. This function will find the cost of driving and return the cost.Call function for  10, 50 and 400 miles.

Output:

Enter car's miles/gallon:20                                                                                                

Enter gas dollars/gallon:3.1599                                                                                            

1.58                                                                                                                      

7.90                                                                                                                      

63.20

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Did you forget the picture?
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