How do I express this relationship in a language of variation?
I know how to do basic ones but this one is really advanced looking.
f=1/2L squarert T/u
2 answers
ah i forgot to clarify the 1/2L is being multiplied by the squareroot of T/u
f varies directly as L and the square root of T and inversely as the square root of u
f = kL√T/√u
If that's 1/(2L), then
f varies directly as √T and inversely as L and √u
f = kL√T/√u
If that's 1/(2L), then
f varies directly as √T and inversely as L and √u