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:
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:
\[ \boxed{\text{CSJDL}} \]
In a certain code language, `EARTH' is written as `JFWYM'. How is `WORLD' written in that code?