In a coding language, the letters of English alphabets are arranged i...
In the original alphabetical series
A = 1 , B = 2 , C = 3 ….. Y = 25 and Z = 26.
After rearrangement
B = 1,C = 2,D = 3,F = 4……... A = 22, E = 23, I = 24, O = 25, U = 26.
META= 13,5,20,1 in the original alphabet series.
After the coding it will be QGYB.
In a coding language, the letters of English alphabets are arranged i...
The given coding language arranges the letters of the English alphabet in a specific way. According to the rules, all the vowels are put at the end, and the remaining consonants are arranged from the first letter onwards. Based on this arrangement, we need to find the code for the word "META".
To understand the coding pattern, let's first arrange the English alphabets as per the rules:
A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
E P W L V Q G Y B
- We can see that the vowels (A, E, I, O, U) are placed at the end.
- The remaining consonants are arranged from the first letter onwards, i.e., B, C, D, F, G, and so on.
- The vowels are arranged in the same order as in the original alphabet.
- The consonants are rearranged as per the coding language's pattern.
Now, let's find the code for the word "META" using this arrangement:
M -> Q: M is the 13th letter in the English alphabet, and its code in the given arrangement is Q.
E -> G: E is the 5th letter in the English alphabet, and its code in the given arrangement is G.
T -> Y: T is the 20th letter in the English alphabet, and its code in the given arrangement is Y.
A -> B: A is the 1st letter in the English alphabet, and its code in the given arrangement is B.
Therefore, the code for the word "META" is QGYB, which corresponds to option D.
In summary, the coding language arranges the English alphabet by putting the vowels at the end and rearranging the remaining consonants. We can find the code for any word by finding the position of each letter in the original alphabet and mapping it to the corresponding letter in the coded arrangement.