Ad
Logic
Mathematics
Code
Diff
  • def kube(x, y, z):
        #your code here
        return x*y*z
    • def kube(x, y, z):
    • #your code here
    • return 0
    • return x*y*z
Code
Diff
  • def kube(x, y, z):
        #your code here
        return x*y*z
    
    • def kube(x, y, z):
    • #your code here
    • return 0
    • return x*y*z

creating code that finds out the volume of the cube from the data (x,y,z)

Code
Diff
  • def kube(x, y, z):
        #your code here
        return x*y*z
        #return 0
    • def kube(x, y, z):
    • #your code here
    • return x*y*z
    • return x*y*z
    • #return 0
Code
Diff
  • def kube(x, y, z):
        #your code here
        return x*y*z
    • def kube(x, y, z):
    • #your code here
    • return 0
    • return x*y*z

creating code that finds out the volume of the cube from the data (x,y,z)

def kube(x, y, z):
    #your code here
    return 0