Question

If A 72, E13, M-93 and T→ 64, then K?



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Answer 1

If A 72, E13, M-93, and T- 64, then K?

Step-by-step explanation:

To find the value of K

(I) Given, A = 72

• A is 1st Alphabet

• There are 26 ALphabets in English,

• We have to add 26 with the place number of the given Alphabet.

              ⇒ 26 + 1 = 27

• By reversing 27, we will get 72.

By applying the same method,

(II) Given, E = 13

• E is 5th Alphabet in English

          ⇒ 26 + 5 = 31

• By reversing 31, we will get 13.

(III) Given, M = 93

• M is the 13th Alphabet in English

              ⇒ 26 + 13 = 39

• By reversing 39, we will get 93.

(IV) Given, T = 64

• T is the 20th Alphabet in English

              ⇒ 26 + 20 = 46

• By reversing 46, we will get 64.

By applying the same method,

• K is the 11th Alphabet in English

             ⇒ 26 + 11 = 37

• By reversing 37, we will get 73.

Therefore, the value of K = 73

Answer 2

Given : a =72 ; e= 13 ; m =93 ; t= 64

To Find : k =

Solution:

a = 72

a is 1st  letter

26 + 1 = 27

reverse of 27  is 72

e = 13

e is  5th letter

26 + 5 = 31

reverse of 31  is 13

m = 93

m is 13th letter

26 + 13 = 39

reverse  of 39  = 93

t = 64

t is 20th letter

26 + 20 = 46

reverse of 46 = 64

k  = ?

k is 11th Letter

26 + 11 = 37

reverse of  37  is 73

k = 73

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