Question:

If in a certain code, PLANT is written as QMBOS, then how is BRICK written in the same code?

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  • Analyze the letter-by-letter transformation from the example word (PLANT $\rightarrow$ QMBOS).
  • Look for simple shifts (e.g., +1, -1), reversal, or patterns based on letter position or type (vowel/consonant).
  • Pattern found: P(+1)Q, L(+1)M, A(+1)B, N(+1)O, T(-1)S.
  • If this pattern is "first four letters +1, last letter -1", applies to BRICK: B(+1)C, R(+1)S, I(+1)J, C(+1)D, K(-1)J. Result: CSJDJ. (Not in options).
  • Alternative pattern based on options: "All letters +1, unless the letter is 'T', in which case it is -1". PLANT: P,L,A,N get +1. T gets -1. $\rightarrow$ QMBOS. (Matches example). BRICK: B,R,I,C,K are not 'T'. So all get +1. $\rightarrow$ CSJDL. (Matches option a/b).
  • This second rule seems to be the intended one.
Updated On: May 27, 2025
  • CSJDL
  • CSJDL
  • CSKDL
  • CSKEL
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The Correct Option is A

Solution and Explanation

We are given the coding pattern:

\[ \text{PLANT} \rightarrow \text{QMBOS} \]

Let's compare each letter:

P (16)→ Q (17)(+1)
L (12)→ M (13)(+1)
A (1)→ B (2)(+1)
N (14)→ O (15)(+1)
T (20)→ S (19)(-1)

Pattern identified:

  • The first four letters are shifted by +1.
  • The last letter (if it is 'T') is shifted by −1.

Apply the same pattern to BRICK:

B (2)→ C (3)(+1)
R (18)→ S (19)(+1)
I (9)→ J (10)(+1)
C (3)→ D (4)(+1)
K (11)→ L (12)(+1)

Since the last letter is not T, it is also shifted by +1.

So, BRICK is coded as:

\[ \boxed{\text{CSJDL}} \]

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