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Concept 5 of 5

Letter & Coding Analogies

1

Today's big idea

Find the rule on the alphabet positions, then run the same rule on the second pair.

Each letter has a place, A=1 to Z=26, so the link is a step you can count.

2

How it works

👀 What's going on?

An analogy can hide inside letters too. C is to E as P is to what? The two pairs share one rule, and the rule works on where each letter sits in the alphabet.

💡 Here's the trick

C : E :: P : R (rule: step 2 letters on)C:E::P:RC is the 3rd letter, E is the 5th, so it is +2.P is 16th, step +2, and you land on R (18th).A=1 B=2 C=3 … Z=26. Count on the strip, do not guess.

Look at the pair above. C is the 3rd letter and E is the 5th, so the rule is 'step 2 letters on'. Every letter has a place, from A=1 to Z=26, and the link is a rule on those places. Find it on the first pair, then run the same rule on the second.

🪄 How to do it

  1. 1.Number the letters, as the picture above shows A=1 up to Z=26.
  2. 2.Work out the rule on the first pair, like the number of steps or a swap.
  3. 3.Apply that exact rule to the second pair.

✍️ Try it

First G : I :: M : ? Then F : 6 :: J : ? Work out each rule before you answer either one.

The first rule is 'step 2 letters on', so M steps to O. The second rule is its place in the alphabet, so J becomes 10. Counting on the alphabet is what keeps the step exact.

⚠️ Watch out

You might trust a rule after checking only one letter. Always test it on BOTH letters of the first pair, and near Z count carefully so a step does not run off the end.

🌟 Why this matters

Secret codes, keyboard shortcuts and spreadsheet columns all lean on the alphabet having fixed places. Turning letters into positions is the same trick puzzle-setters use.
Exam tip: Write A=1 to Z=26 in the margin, because most wrong options are one step out.

3

See it in action

⚡ Time to play!

A is to B as C is to ? — tap a rule to test it on C. The right rule turns C into E.

LETTER CODE · ROUND 1 OF 3

C:E::P:?
4

Quick check

✅ VERIFICATION

G : 7 :: L : ? (each letter becomes its place in the alphabet)

⚡ Finish the activity above first to answer.

Keep going!

You've finished this chapter!

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