Question 1180549

not sure if you have {{{f = t-s/(s/(n-2)) }}} or{{{f = (t-s)/(s/(n-2)) }}}, and {{{p = t-s/t}}} or {{{p = (t-s)/t}}}


assuming you have

{{{f = (t-s)/(s/(n-2)) }}}

and

{{{p = (t-s)/t}}}


then

{{{p = (t-s)/t}}}


{{{f = (t-s)/(s/(n-2)) }}}


to express {{{f}}} as a function of {{{p}}} and {{{n}}}, first solve {{{p = (t-s)/t}}} for {{{s}}}


{{{p*t = t-s}}}

{{{s = t-p*t}}}



substitute in {{{f = (t-s)/(s/(n-2)) }}}


{{{f = (t-(t-p*t))/((t-p*t)/(n-2)) }}}


{{{f = (t-t+p*t)/((t(1-p))/(n-2)) }}}


{{{f = (p*cross(t))/((cross(t)(1-p))/(n-2)) }}}


{{{f = p/((1-p)/(n-2)) }}}


{{{f = (p(n-2))/(1-p) }}}