If BOME is written 1071. So how will LION be written?
Answers
Given:
BOME is written as 1071
To find:
LION will be written as
Solution:
The above given problem is a reasoning based problem on alphabets and numbers.
To find the number code for "LION" we have to understand the logic behind the number code given to the words "BOME".
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 figure attached below.
The figure also shows us the alphabet opposite to each alphabets along with their Number-to-Letter Cipher.
Finding the logic behind the Number Code given to "BOME" :
BOME is written as 1071
Referring to the figure attached below we have
B - 2 ↔ Y - 25
O - 15 ↔ L - 12
M - 13 ↔ N - 14
E - 5 ↔ V - 22
(i) Adding the numbers assigned to each of the above pairs i.e.,
B ⇒ 2 + 25 = 27
O ⇒ 15 + 12 = 27
M ⇒ 13 + 14 = 27
E ⇒ 5 + 22 = 27
(ii) We will now take the square of the numbers from the Number-to-Letter Cipher of each of the pairs in an order such as - first the opposite alphabet to letter B i.e., Y, then the alphabet O itself, then the opposite alphabet to letter M i.e., N and the alphabet E itself and add all of them.
25² + 15² + 14² + 5² = 1071
Now,
Finding the logic behind the Number Code given to "LION" :
Referring to the figure attached below we have
L - 12 ↔ O - 15
I - 9 ↔ R - 18
O - 15 ↔ L - 12
N - 14 ↔ M - 13
(i) Adding the numbers assigned to each of the above pairs i.e.,
L ⇒ 12 + 15 = 27
I ⇒ 9 + 18 = 27
O ⇒ 15 + 12 = 27
N ⇒ 14 + 13 = 27
(ii) We will now take the square of the numbers from the Number-to-Letter Cipher of each of the pairs in an order such as - first the opposite alphabet to letter L i.e., O, then the alphabet I itself, then the opposite alphabet to letter O i.e., L and the alphabet N itself and add all of them.
15² + 9² + 12² + 14² = 646
Thus, .
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In a certain code NATURAL is written as UBOUMBS. How will PROBLEM be written in the same code?
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