Question:

ICET : KGKB :: ECET : ____

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In letter analogy, compare position-wise transformations. Often the same arithmetic shift repeats.
Updated On: Jul 15, 2026
  • \(HHBK\)
  • \(GGKB\)
  • \(HHLC\)
  • \(GGLC\)
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The Correct Option is B

Solution and Explanation

Concept: Observe the pattern letter by letter. Each letter in ICET is transformed by shifting alternately: \[ +2,\;-2,\;-2,\;-2 \]

Step 1:
Verify ICET → KGKB
For \(I\): \[ I(9)+2=K(11) \] For \(C\): \[ C(3)+4=G(7) \] For \(E\): \[ E(5)+6=K(11) \] For \(T\): \[ T(20)-18=B(2) \] Thus: \[ ICET \rightarrow KGKB \]

Step 2:
Apply the same pattern to ECET
For \(E\): \[ E(5)+2=G(7) \] For \(C\): \[ C(3)+4=G(7) \] For \(E\): \[ E(5)+6=K(11) \] For \(T\): \[ T(20)-18=B(2) \] Thus: \[ ECET \rightarrow GGKB \] Hence, the required answer is: \[ \boxed{GGKB} \]
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