Question

If,
$\tt MAT \rightarrow 270341$
$\tt RAM \rightarrow 370327$
$\tt ZEN \rightarrow 531129$
Then what is TOM?
​

Answer 1

413127

$\large\underline{\large\underline{\text{How I solved the question}}}$

Firstly, I saw repeating numbers in the same letters. That's where I got the hint. Nextly, I found the order of the letters and saw that I guessed correctly.

$\large\underline{\large\underline{\text{Explanation}}}$

We can observe that,

$\cdots \longrightarrow \text{M/A/T \rightarrow 27/03/41}$

$\cdots \longrightarrow \text{R/A/M \rightarrow 37/03/27}$

$\cdots \longrightarrow \text{Z/E/N \rightarrow 53/11/29.}$

In alphabetical order,

$\cdots \longrightarrow \text{A \rightarrow 03}$

$\cdots \longrightarrow \text{E \rightarrow 11}$

$\cdots \longrightarrow \text{M \rightarrow 27}$

$\cdots \longrightarrow \text{N \rightarrow 29}$

$\cdots \longrightarrow \text{R \rightarrow 37}$

$\cdots \longrightarrow \text{T \rightarrow 41}$

$\cdots \longrightarrow \text{Z \rightarrow 53.}$

Let's see the order of the letters.

$\cdots \longrightarrow \text{1st letter \rightarrow 03}$

$\cdots \longrightarrow \text{5th letter \rightarrow 11}$

$\cdots \longrightarrow \text{13th letter \rightarrow 27}$

$\cdots \longrightarrow \text{14th letter \rightarrow 29}$

$\cdots \longrightarrow \text{18th letter \rightarrow 37}$

$\cdots \longrightarrow \text{20th letter \rightarrow 41}$

$\cdots \longrightarrow \text{26th letter \rightarrow 53.}$

We can see that,

$\cdots \longrightarrow \text{ n -th letter \rightarrow 2n+1 .}$

Now,

$\cdots \longrightarrow \text{T(20th letter) \rightarrow 41}$

$\cdots \longrightarrow \text{O(15th letter) \rightarrow 31}$

$\cdots \longrightarrow \text{M(13th letter) \rightarrow 27.}$

So,

$\cdots \longrightarrow \boxed{ \text{TOM \rightarrow 413127.} }$

Answer 2

Answer:

TOM = 413127

Step-by-step explanation:

Given that MAT = 270341, RAM = 370327 and ZEN = 531129

There are total three alphabet in all of them and twice of them is the numbers i.e. six.

Each words contain two numbers..

→ M = 27, A = 03, T = 41

→ R = 37, A = 03, M = 27

→ Z = 53, E = 11, N = 29

As per given question we need to find the number for TOM.

From above alphabets let's make the number for TOM too by picking the number of that given alphabet.

→ T = 41, O = __, M = 27

As there is no O given. So, let's find out the number for O.

A = 03

E = 11

M = 27

N = 29

O = 31

R = 37

T = 41

Z = 53

From above we can swe that after M, N comes and after N, O comes. And difference between them is of 2. So, O is 31.

Hence, TOM is 413127.