Read the given word series carefully and answer the related questions:
CAT HEN BAG LIP RUN

If the word with the highest alphabetical value (sum of letters) is removed, how many words remain whose first letter is alphabetically after H?

The correct option is LIP.

Let's break down the solution step-by-step:

Step 1: Calculate the alphabetical value (sum of positions of letters) for each given word.

Using standard positional values of English alphabets (A = 1, B = 2, ..., Z = 26):

$\text{CAT}=3+1+20=24$

$\text{HEN}=8+5+14=27$

$\text{BAG}=2+1+7=10$

$\text{LIP}=12+9+16=37$

$\text{RUN}=18+21+14=53$

Step 2: Identify and remove the word with the highest alphabetical value.

The word with the highest sum is RUN (value = 53).

After removing RUN, the remaining words are: CAT, HEN, BAG, LIP.

Step 3: Check which remaining word's first letter comes alphabetically after 'H'.

• CAT: First letter is C (Position 3) - Before H

• HEN: First letter is H (Position 8) - Equal to H

• BAG: First letter is B (Position 2) - Before H

• LIP: First letter is L (Position 12) - After H

Thus, the word that satisfies this condition is LIP.