If p, q, r, s are distinct integers such that: f(p, q, r, s)=\max (p, q, r, s) g(p, q, r, s,)=\min (p, q, r, s) h(p, q, r, s)=\text{ remainder of } \frac{p \times q}{r \times s} \text{ if }(p \times q)>(r \times s) (or) remainder of \frac{r \times s}{p \times q} if (r \times s)>(p \times q) Also a function {\f} g {\gh}( {\p}, {\q}, {\r}, { s})= {\f}( {\p}, {\q}, {\r}, { s}) \times {\g}( {\p}, {\q}, {\r}, { s}) \times h( {\p}, {\q}, {\r}, { s}) Also the same operations are valid with two variable function of the form f(p, q). What is the value of {\f} g( {\h}(2,5,7,3), 4,6,8) ?

GATE Computer Science (CS) 2015 Shift 2 Solved Paper

Question : 8 of 65

Marks: +1, -0

p, q, r, s

are distinct integers such that:

\;f(p, q, r, s)=\max (p, q, r, s)

\;g(p, q, r, s,)=\min (p, q, r, s)

\;h(p, q, r, s)=\;\text " remainder of "\; \;{p × q}/{r × s} \;\text " if "\;(p × q)>(r × s)

(or) remainder of

\;{r × s}/{p × q}

(r × s)>(p × q)

Also a function

{\f} g {\gh}( {\p}, {\q}, {\r}, {\ s})= {\f}( {\p}, {\q}, {\r}, {\ s}) × {\g}( {\p}, {\q}, {\r}, {\ s}) × h( {\p}, {\q}, {\r}, {\ s})

Also the same operations are valid with two variable function of the form

f(p, q)

.
What is the value of

{\f} g( {\h}(2,5,7,3), 4,6,8)

Go to Question:

Prev Question

Next Question