In a certain code language,DREA is written as | vedclass

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(D) Let us analyze the pattern for each word:$1$. $DREA \rightarrow BFSE$: $D - 2 = B$,$R - 12 = F$ (or $R+14$),$E + 14 = S$,$A + 4 = E$. This pattern

Vedclass · Accepted Answer

None of these

Vedclass · Answer

(D) Let us analyze the pattern for each word:$1$. $DREA \rightarrow BFSE$: $D - 2 = B$,$R - 12 = F$ (or $R+14$),$E + 14 = S$,$A + 4 = E$. This pattern is complex. Let us re-examine.Actually,the pattern is: $DREA \rightarrow BFSE$: $D-2=B$,$R-12=F$,$E+14=S$,$A+4=E$. Wait,let us look at the letters: $D(4) \rightarrow B(2) (-2)$$R(18) \rightarrow F(6) (-12)$$E(5) \rightarrow S(19) (+14)$$A(1) \rightarrow E(5) (+4)$This does not seem consistent. Let us check the provided examples again.$DREA \rightarrow BFSE$,$MING \rightarrow FMHL$,$TREA \rightarrow BFSU$.Notice $DREA$ and $TREA$ share $REA \rightarrow FSU$. $R(18) \rightarrow F(6) (-12)$,$E(5) \rightarrow S(19) (+14)$,$A(1) \rightarrow U(21) (+20)$.$T(20) \rightarrow B(2) (+8)$.Following this logic for $TISE$:$T \rightarrow B$,$I \rightarrow F$,$S \rightarrow S$,$E \rightarrow U$.Thus,$TISE$ becomes $BFSU$.Since $BFSU$ is not in the options,the answer is $None of these$.

In a certain code language,$DREA$ is written as $BFSE$,$MING$ is written as $FMHL$,and $TREA$ is written as $BFSU$. How will $TISE$ be written in that code?

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