If p,q,r,s be the distinct integers such that : f(p, q, r, s)=" maximum of "(p, q, r, s) g(p, q, r, s)="minimum of "(p, q, r, s) h(p, q, r, s)=" remainder when "-xxq" is divided by "rxxs" if "pxxq gt r xx s. =" remainder when "rxxs" is divided by" pxxq if r xxs gt pxxq Also, the same operations are valid with two variable functions of the form f(p,q) Also a function fgh(p, q, r, s) =f(p, q, r, s)xxg(p, q, r, s)xxh(p, q, r, s) If a_(k)xxb_(k) is an integral multiple of c_(k)xxd_(k) or c_(k) xx d_(k) is an integral multiple of a_(k)xxb_(k), which of the following is indeterminable ?

If p,q,r,s be the distinct integers such that : f(p, q, r, s)=" maxim

1.	If p,q,r,s be the distinct integers such that : f(p, q, r, s)=" maximum of "(p, q, r, s) g(p, q, r, s)="minimum of "(p, q, r, s) h(p, q, r, s)=" remainder when "-xxq" is divided by "rxxs" if "pxxq gt r xx s. =" remainder when "rxxs" is divided by" pxxq if r xxs gt pxxq Also, the same operations are valid with two variable functions of the form f(p,q) Also a function fgh(p, q, r, s) =f(p, q, r, s)xxg(p, q, r, s)xxh(p, q, r, s) If a_(k)xxb_(k) is an integral multiple of c_(k)xxd_(k) or c_(k) xx d_(k) is an integral multiple of a_(k)xxb_(k), which of the following is indeterminable ?
Answer» `f(G(a_(1), b_(1), c_(1), d_(1)), h(a_(2), b_(2), c_(2), d_(2)))` `h(h(a_(1), b_(1), c_(1), d_(1)), h(a_(2), b_(2), c_(2), d_(2)))` `h(HH(a_(1), b_(1), c_(1),d_(1)), g(a_(2), b_(2), c_(2),d_(1)))` none of these Answer :B