If p,q are two numbers such that `3 lt p lt 4`, `q gt 4` or `q lt 3` then `p^2(7q-12)` is

If p,q,r,s,t are numbers such that p+q lt r+s q+r lt s+t r+s lt t+p s+t lt p+q thn the largest and smallest numbers are

If p,q,r,s,t are numbers such that p+q lt r+s q+r lt s+t r+s lt t+p s+t lt p+q thn the largest and smallest numbers are

If p : 7 gt 5, q : 10 lt 12 , then p ^^ q

If p : 7 gt 4, q : 7 lt 9 , then p vv q

p, q and r are prime numbers such that p lt q lt r lt 13 . In how many cases would (p + q + r) also be a prime number?

If p : 5 gt 7, q : 10 lt 12 , then p vv q

If P and Q are two relatively prime number such that p+q =0 and p lt q . How fair are possible for (p,q)

Find the number of distinct rational numbers x such that 0 lt x lt1 and x=p//q , where p ,q in {1,2,3,4,5,6} .

If p : 10 gt 8, q : 10 gt 12 , then p ^^ q