Question 1132163
Show that every fraction whose square root is rational takes the form {{{ap^2/aq^2}}}.
No one else want this, so here is what I think:
{{{sqrt(((ap^2)/(aq^2)))}}}
cancel a
{{{sqrt((p^2/q^2))}}}
and you have
{{{p/q}}} is the square root of {{{ap^2/aq^2}}}