IPMAT Indore 2023 (MCQ) - Organism P can be treated with: | PYQs + Solutions | AfterBoards
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IPMAT Indore 2023 (MCQ) PYQs

IPMAT Indore 2023

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A pharmaceutical company has tested five drugs on three different organisms. The following incomplete table reports if a drug works on the given organism. For example, drug A works on organism R while B and C work on Q.
Drug Organism P Organism Q Organism R
A
B
C
D
E
Following additional information is available:
Each drug works on at least one organism but not more than two organisms. \newline Each organism can be treated with at least two and at most three of these five drugs. \newline On whichever organism A works, B also works. Similarly, on whichever organism C works. D also works.\newline D and E do not work on the same organism.

Organism P can be treated with:

Correct Option: 1
If drug A works on an organism, drug B will also work on the same organism:
Drug Organism P Organism Q Organism R
A
B \checkmark
C
D
E
If drug C works on an organism, drug D will also work on the same organism:
Drug Organism P Organism Q Organism R
A
B \checkmark
C
D \checkmark
E
An organism can be treated by 2 or 3 drugs only. \newline A drug can work on 1 or 2 organisms only.
Drug Organism P Organism Q Organism R
A ×\times
B ×\times \checkmark
C
D \checkmark
E ×\times
Now, we cannot put a checkmark on A for P, because B will also have to work in that case, but we have established it can't.
Drug Organism P Organism Q Organism R
A ×\times ×\times
B ×\times \checkmark
C
D \checkmark
E ×\times
If we put a checkmark on E, then D won't work, which will only leave us with C, but atleast 2 drugs work on an organism. Hence, it'll have to be C and D for P. It also satisfies the given condition that what C works on, D works on as well.
Drug Organism P Organism Q Organism R
A ×\times ×\times
B ×\times \checkmark
C \checkmark
D \checkmark \checkmark
E ×\times ×\times
We know that E will have to work on atleast one organism, and only R is remaining, so we'll put a checkmark on that. Now R has 3 drugs working on it, which means no more drugs can work on it, hence we'll cancel out the rest
Drug Organism P Organism Q Organism R
A ×\times ×\times \checkmark
B ×\times \checkmark \checkmark
C \checkmark \checkmark ×\times
D \checkmark \checkmark ×\times
E ×\times ×\times \checkmark
Thus, the set above is our set \newline So, we can see that Organism P can be treated with C and D.

The set is solved in the above video as well, if you wish to understand it easily.

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