The position of how many letters will change if each of the letters in the word SKYLINE is arranged in alphabetical order?
- ASeven
- BSix
- CFive
- DFour
Solution & Step-by-step Explanation
Let's compare the original positions of the letters in the word SKYLINE with their positions when arranged in alphabetical order:
Original Word:
S
K
Y
L
I
N
E
Alphabetical Order:
E
I
K
L
N
S
Y
Now, let's track the changes for each position:
S→E (Changed)
K→I (Changed)
Y→K (Changed)
L→L (Unchanged)
I→N (Changed)
N→S (Changed)
E→Y (Changed)
Out of 7 letters, only L remains in its original position. Therefore, the number of letters whose positions will change is 7−1=6.
Original Word:
S
K
Y
L
I
N
E
Alphabetical Order:
E
I
K
L
N
S
Y
Now, let's track the changes for each position:
S→E (Changed)
K→I (Changed)
Y→K (Changed)
L→L (Unchanged)
I→N (Changed)
N→S (Changed)
E→Y (Changed)
Out of 7 letters, only L remains in its original position. Therefore, the number of letters whose positions will change is 7−1=6.