If P 3- P 4 share a flat- then the other flat P 4 shares will beA- EB- AC- DD- B

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Logarithmic Inequalities

If P 3, P 4 s...

Question

If $(P_{3}, P_{4})$ share a flat, then the other flat $P_{4}$ shares will be

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Solution

The correct option is B
B

From the given passage, we can conclude that

A -- $P_{1}$
B -- $P_{2}$
C -- not $P_{4}$
D -- not $P_{1}$ and $P_{4}$
E -- not $P_{2}$

If $P_{3}$ and $P_{4}$ are sharing flat, then

A -- $P_{1}$ and $P_{5}$
B -- $P_{2}$ and $P_{4}$
C -- $P_{1}$ and $P_{3}$
D -- $P_{5}$ and $P_{2}$
E -- $P_{3}$ and $P_{4}$

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If (P3,P4) share a flat, then the other flat P4 shares will be

The correct option is B BFrom the given passage, we can conclude that A -- P1 B -- P2 C -- not P4 D -- not P1 and P4 E -- not P2 If P3 and P4 are sharing flat, then A -- P1 and P5 B -- P2 and P4 C -- P1 and P3 D -- P5 and P2 E -- P3 and P4

If $(P_{3}, P_{4})$ share a flat, then the other flat $P_{4}$ shares will be