from operator import truediv , mul, add, sub 2 from math import sqrt 3 v def quad(a, b,c): Your code did not pass this test case. Input (stdin) #Determine the discriminant d=sub(mul (b, b), mul (mul(4,a),c)) #If d is zero then we have a single root if d==0: 1,4,4 6. 7 Your Output (stdout) 8 x=truediv(-b, (2*a)) 9. return x -2.0 10 #Compute and return roots else: Expected Output 11 12 x=truediv(add (-b,sqrt(d)),(2*a)) -2 13 return [x] 14 inl, in2, in3=input().split(",") 15 inl,in2, in3=int (inl),int(in2),int(in3) 16 x=quad (in1,in2,in3) Compiler Message Wrong Answer 17 vif x!=None: 18 print(x) 19 20 ###Call the function and print the result below. 21 | 22 # # #End
from operator import truediv , mul, add, sub 2 from math import sqrt 3 v def quad(a, b,c): Your code did not pass this test case. Input (stdin) #Determine the discriminant d=sub(mul (b, b), mul (mul(4,a),c)) #If d is zero then we have a single root if d==0: 1,4,4 6. 7 Your Output (stdout) 8 x=truediv(-b, (2*a)) 9. return x -2.0 10 #Compute and return roots else: Expected Output 11 12 x=truediv(add (-b,sqrt(d)),(2*a)) -2 13 return [x] 14 inl, in2, in3=input().split(",") 15 inl,in2, in3=int (inl),int(in2),int(in3) 16 x=quad (in1,in2,in3) Compiler Message Wrong Answer 17 vif x!=None: 18 print(x) 19 20 ###Call the function and print the result below. 21 | 22 # # #End
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question
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I did this code to find only one root of the quadratic formula.
My Output = -2.0
Expected Output should be = -2 ONLY (not mine which is -2.0, should only be -2)
What is wrong with my code? Thank you experts.
![from operator import truediv, mul, add, sub
2 from math import sqrt
3 v def quad (a, b,c):
1
Your code did not pass this test case.
Input (stdin)
4
#Determine the discriminant
d=sub(mul(b, b) , mul (mul(4, a),c))
#If d is zero then we have a single root
if d==0:
1,4,4
Your Output (stdout)
8
x=truediv(-b, (2*a))
9
return x
-2.0
10
#Compute and return roots
Expected Output
11
else:
x=truediv (add (-b, sqrt(d)),(2*a))
return [x]
12
13
14 inl,in2, in3=input().split(",")
15 inl,in2,in3=int(inl), int (in2), int(in3)
16 x=quad (inl1,in2, in3)
17 vif x!=None:
Compiler Message
Wrong Answer
18
print(x)
19
20
###Call the function and print the result below.
21
22
###End](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F521ff5e2-39c7-4d57-98c4-f4204b91810b%2F5431eea6-b25b-4247-81bd-2e1137f10c97%2Fac6l1ys_processed.png&w=3840&q=75)
Transcribed Image Text:from operator import truediv, mul, add, sub
2 from math import sqrt
3 v def quad (a, b,c):
1
Your code did not pass this test case.
Input (stdin)
4
#Determine the discriminant
d=sub(mul(b, b) , mul (mul(4, a),c))
#If d is zero then we have a single root
if d==0:
1,4,4
Your Output (stdout)
8
x=truediv(-b, (2*a))
9
return x
-2.0
10
#Compute and return roots
Expected Output
11
else:
x=truediv (add (-b, sqrt(d)),(2*a))
return [x]
12
13
14 inl,in2, in3=input().split(",")
15 inl,in2,in3=int(inl), int (in2), int(in3)
16 x=quad (inl1,in2, in3)
17 vif x!=None:
Compiler Message
Wrong Answer
18
print(x)
19
20
###Call the function and print the result below.
21
22
###End
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