Question

If given=74 and formed =194 then would will be written as

Answer 1

Given:

"Given" = 74

"Formed" = 194

To find:  

"Would" will be coded as  ?

Solution:

The above problem is a reasoning based problem on alphabets and numbers.  

To find the number code for "Would" we have to understand the logic behind the number code given to the words "Given" & "Formed".  

The letters in the English Alphabets are given their place values or it is also known as Number-to-Letter Cipher just as shown in the figure attached below.

 

Finding the logic behind the Number Code given to "GIVEN" :

Given = 74

Referring to the figure attached below we have  the number positions of the letters as:

G → 7  

I → 9  

V → 22  

E → 5  

N → 14

• From the word Given we can see ⇒ letter G and E has a letter-number position of 7 & 5 respectively, which are prime numbers.
• Now, we will add the square of both the numbers ⇒ 7² + 5² = 49 + 25 = 74.
• ∴ Given is coded as 74

Similarly,  

Finding the logic behind the Number Code given to "Formed" :  

FORMED = 194

Referring to the figure attached below we have  the number positions of the letters as:

F → 6  

O → 15  

R → 18  

M → 13  

E → 5  

D → 4

• From the word Formed we can see ⇒ letter M and E has a letter-number position of 13 & 5 respectively, which are prime numbers.

• Now, we will add the square of both the numbers ⇒ 13² + 5² = 169 + 25 = 194.
• ∴ Formed is coded as 194

$\bigstar \:{\boxed{\bold{Note: Logic\:behind\:the\:code\:is\:that\: equivalent\:prime\:nos.\:are\:squared\:and \:added.}}}$

Now,

Finding the logic behind the Number Code given to "Would" :  

Referring to the figure attached below we have  the number positions of the letters as:

W → 23

O → 15  

U → 21  

L → 12  

D → 4

• From the word Would we can see ⇒ the only letter W has a letter-number position of 23 which is a prime number.

• Now, we will take the square of the number ⇒ 23² = 529.
• ∴ Would is coded as 529.

Thus, $\boxed{\boxed{\bold{Would = 529}}}$.

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