Question

If $1111=$R, $2222=$T, $3333=$E, $4444=$N, Then $5555=?$

• A. Y
• B. Z
• C. T
• D. X

Answer 1

The correct option is A

Y

Explanation for correct option:

Add the first pattern and write it's number name.

$1+1+1+1=4$, which is written as FOUR. The last letter is R.

Perform the same operation for other patterns as well.

$2+2+2+2=8$, which is written as EIGHT. The last letter is T.

$3+3+3+3=12$, which is written as TWELVE. The last letter is E.

$4+4+4+4=16$, which is written as SIXTEEN. The last letter is N.

Similarly,

$5+5+5+5=20$, which is written as TWENTY. The last letter is Y.

Therefore, option A is correct.