What do you mean?
The most famous inverse variations are ';varies as the inverse of the square of ...';, e.g. in gravitation. Inverting such functions, as it were, produces rational functions.
But do you mean something less trivial?
Monday, February 8, 2010
Is it true that you can use rational functions to study relationships of inverse variation?
Thanks in advance for the help.Is it true that you can use rational functions to study relationships of inverse variation?
What do you mean?
The most famous inverse variations are ';varies as the inverse of the square of ...';, e.g. in gravitation. Inverting such functions, as it were, produces rational functions.
But do you mean something less trivial?ingrown hair
What do you mean?
The most famous inverse variations are ';varies as the inverse of the square of ...';, e.g. in gravitation. Inverting such functions, as it were, produces rational functions.
But do you mean something less trivial?
Subscribe to:
Post Comments (Atom)
No comments:
Post a Comment