# Find who I am?

**Logic**Level 3

I am thinking of a word, it consists of 5 alphabets.

1) \(\text{First}\) letter of my word is the corresponding alphabet of the number of alphabets in \(\sin30 \cdot [4!+10] \)written in expanded form.

2)\(\text{Second}\) letter of my word is the corresponding letter of the number of triangles and quadrilaterals in the figure given below written in expanded form

3) \(\text{Third}\) letter of my word is the first letter animal which is commonly called man's best friend.

4) \(\text{Fourth}\) letter of my word is the corresponding alphabet of the number of mice 100 cats can eat in 100 minutes if 14 of them each can eat 14 mice in 14 minutes.

5)\(\text{Last}\) letter of my word is the corresponding alphabet of \(0!\)

Submit your answer as the sum of the corresponding number of each letter.

**Details and Assumptions**:

1) \(example\) :- If the answer in any mathematical case after evaluating is 7 (for example). Then first write \(7\) in expanded form that is \(SEVEN\). Now it has 5 alphabets. So, my letter in that case would be the 5th alphabet that is \(E\).

2)Man's best friend is the dog.

3)If the final answer (the word of which I was thinking), you get is for example \(CHASE\):

then corresponding number of C = 3(because C is 3rd alphabet)

Corresponding number of H = 8 (because H is 8th alphabet)

Corresponding number of A = 1(because A is 1st alphabet)

Corresponding number of S = 19(because S is 19th alphabet)

Corresponding number of E = 5. (because E is 5th alphabet)

Submit your answer as 3 + 8+1+19+5 = \(36\)

**Hint**: You won't get any number in my question which has more than 26 letters when written in expanded form.