Question 1180604


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

 Express {{{f}}} as a function of {{{p}}} and {{{n}}}.

first {{{p=(t-s)/s}}} solve for {{{s}}}

{{{ps=t-s}}}

{{{ps+s=t}}}

{{{(p+1)s=t}}}

{{{s=t/(p+1)}}}


now substitute in


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


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


{{{f=((pt)/(p + 1))/((t/(p+1))/(n-2))}}}........simplify



{{{f=((pt)/(p + 1))/((t(n-2))/(p+1))}}}........simplify


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



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


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