if a value has a variables that cancel out can it be considered a constant?
looking to make an equation out of proportionality statements
this is the equation that we are supposed to get: f=√((F)/(4∏2mr))
the 3 proportionality where f2=kF , f= k(1/m) and f= k(1/r)
The Attempt at a Solution
i have reached here : f2= k(F/m2r2)
k being a constant, can its value be : k= (mr)/(4∏2)
so that the values cancel out giving you the required equation?
and would it still be considered a constant?