The letters L, M, N, O, P, Q, R, S and T in t | vedclass

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(C) Given that $P = 4$.The difference between $P$ and $T$ is $5$,which means $|P - T| = 5$.Since $P = 4$,we have $|4 - T| = 5$. This gives two possibi

Vedclass · Accepted Answer

$6$

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(C) Given that $P = 4$.The difference between $P$ and $T$ is $5$,which means $|P - T| = 5$.Since $P = 4$,we have $|4 - T| = 5$. This gives two possibilities: $4 - T = 5$ (which implies $T = -1$,not possible as integers are $1$ to $9$) or $T - 4 = 5$,which implies $T = 9$.Now,the difference between $N$ and $T$ is $3$,which means $|N - T| = 3$.Substituting $T = 9$,we get $|N - 9| = 3$.This gives two possibilities: $N - 9 = 3$ (which implies $N = 12$,not possible as integers are $1$ to $9$) or $9 - N = 3$,which implies $N = 6$.Therefore,the integer assigned to $N$ is $6$.

The letters $L, M, N, O, P, Q, R, S$ and $T$ in their order are substituted by nine integers $1$ to $9$ but not necessarily in that order. $4$ is assigned to $P$. The difference between $P$ and $T$ is $5$. The difference between $N$ and $T$ is $3$. What is the integer assigned to $N$?

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