P,q,r,s and t are five positive numbers satisfying p=3q=4r and 2q=5s=12t.which of the following pairs contain a number that can never be an integer
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Answer:
Let us assume:
P=3Q=4R= 60K .........(A bigger common multiple for easy calculation)
P=60K
Q=20K
R=15K
Now Given:2Q=5S=12T...........(Substituting the value of Q)
Therefore
S=8K
T=(10/3)K
S/R=(8/15)
Hence answer is D.
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