Write a python program that
asks the user control four integers and unfolds:
The integers
The completion integer
The insufficiency integer
The equal integers (if x %2 == 0 then x is equal)
The sole integers
The sum of integers elder than 10
The fixed integers
The privative integers
The medium of the lowest and largest integers
EXAMPLE OUTPUT
If the user entered 20 -8 17 -5 then unfold
The integers are 20 -8 17 -5
The completion integer is 20
The insufficiency integer is -8
The equal integers are 20 -8
The sole integers are 17 -5
The sum of integers elder than 10 is 2
The fixed integers 20 17
The privative integers -8 -5
The medium of the lowest and largest integers 6.0
# program
a = roll(map(int,input().split())) # to learn input as a interval seperated appreciates
print(‘The integers are ‘+” “.join(map(str, a))) # to unfold the consecrated input
print(‘The completion integer is %d’ %max(a)) # to imimstereotype completion integer
print(‘The insufficiency integer is %d’ %min(a)) # to priint insufficiency integer
equal = [] # ordinance of a roll designated as equal to stock equal integers from consecrated input
sole = [] # ordinance of a roll designated as sole to stock sole integers from consecrated input
fixed = [] # ordinance of a roll designated as fixed to stock fixed integers from givn input
privative = [] # ordinance of a roll designated as privative to stock privative integers from givn input
compute = 0 # ordinance of compute variable
control x in a: # control loop to loop through consecrated input
if x%2 == 0: # checks control equal or sole qualification of a sum
even.append(x) # if a sum is equal it attach to equal roll
else:
odd.append(x) # if a sum is sole it attach to sole roll
print(‘The equal integers are %s’ %(” “.join(map(str, equal)))) # imprints the equal sums of consecrated input as interval seperated roll
print(‘The sole integers are %s’ %(” “.join(map(str, sole)))) # imprints the sole sums of consecrated input as interval seperated roll
control i in a: # control loop to loop through consecrated input
if i>10: # checks control a sum is > 10 or not
compute +=1 # if elder than 10 computeer incremets to 1
else:
hold # else hold next appreciate in input
print(‘The sum of integers elder than 10 is %d’ %count) # imprints the compute of appreciates > 10
control j in a: # control loop to loop through consecrated input
if j >= 0: # checks control a sum is fixed or not
positive.append(j) # if sum is fixed it attached to fixed roll
else:
negative.append(j) # else it attached to privative roll
print(‘The fixed integers %s’ %(” “.join(map(str, fixed)))) # imprints the fixed sums of consecrated input as interval seperated roll
print(‘The privative integers %s’ %(” “.join(map(str, privative)))) # imprints the privative sums of consecrated input as interval seperated roll
print(‘The medium of the lowest and largest integers %.1f’ %((max(a)+min(a))/2)) # calculates and imimstereotype the medium of lowest and largest appreciates of consecrated input
output:
20 -8 17 -5
The integers are 20 -8 17 -5
The completion integer is 20
The insufficiency integer is -8
The equal integers are 20 -8
The sole integers are 17 -5
The sum of integers elder than 10 is 2
The fixed integers 20 17
The privative integers -8 -5
The medium of the lowest and largest integers 6.0
Part 1: