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The position of how many letters will change if each of the letters in the word TROUBLEMAKING is arranged from left to right in alphabetical order?
Question

The position of how many letters will change if each of the letters in the word TROUBLEMAKING is arranged from left to right in alphabetical order?

A.

Twelve

B.

All

C.

Ten

D.

Eleven

Correct option is A

Given: The word TROUBLEMAKING.
Formula Used: Alphabetical order.
Solution: 1. Arrange the letters in alphabetical order: ABEGIKLMNORTU. 2. Count the positions that change from the original word.

T
R
O
U
B
L
E
M
A
K
I
N
G
A
B
E
G
I
K
L
M
N
O
R
T
U

Formula- Number of the position that change letters = total numbers of letters – number of not changes letters
= 13 – 1 = 12 3. All 12 letters change positions. Therefore, the answer is option (a) Twelve.

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