Question

If a definite​ code language clerk is 19 & manager is 25 so what is the code of director?
Answer me step by step

Answer 1

Code language for CLERK is denoted as 19 and for MANAGER is denoted as 25.

First write their positions in English alphabet.

→ C = 3

→ L = 12

→ E = 5

→ R = 18

→ K = 11

So,

C + L + E + R + K = 3 + 12 + 5 + 18 + 11 = 49

Actual one is 19. So, subtract 19 from 49. On Subtracting we get 30.

Now, for MANAGER

→ M = 13

→ A = 1

→ N = 14

→ A = 1

→ G = 7

→ E = 5

→ R = 18

So, M + A + N + A + G + E + R = 13 + 1 + 14 + 1 + 7 + 5 + 18 = 59

On subtracting 25 from 59 we get, 34.

Difference of both them is not same.

Now, let's do the sum of their Prime numbers.

For CLERK = 3 + 5 + 11 = 19 (which is the correct code)

For MANAGR = 13 + 7 + 5 = 25 (correct code)

Now, for DIRECTOR

→ D = 4

→ I = 9

→ R = 18

→ E = 5

→ C = 3

→ T = 20

→ O = 15

→ R = 18

Sum of Prime numbers = 5 + 3 = 8

Therefore,

Code language for DIRECTOR is 8.

Answer 2

Answer:

$\large\boxed{\sf{8}}$

Step-by-step explanation:

Given that, coding is done and two different codes are given for two words.

• CLERK = 19
• MANAGER = 25

Now, we have to decode the code and find the code based on this pattern for the word DIRECTOR.

So, first of all, write the respective numbers of alphabets which come as per in the english systetm.

Therefore, for the word CLERK, we have,

• C = 3
• L = 12
• E = 5
• R = 18
• K = 11

Now, add the prime numbers, i.e., 3, 5 and 11.

It will be equal to 19 which is the code, given in the question.

Again, for the word MANAGER, we have,

• M = 13
• A = 1
• N = 14
• A = 1
• G = 7
• E = 5
• R = 18

Again, add the prime numbers i.e., 13, 7 and 5.

It will be equal to 25, which the code given in the question.

Clearly, we have got the pattern , i.e., we have to add the prime numbers after finding the respective numbers as per english system.

Therefore, for the word DIRECTOR, we have,

• D = 4
• I = 9
• R = 18
• E = 5
• C = 3
• T = 20
• 0 = 15
• R = 18

Therefore, add the prime numbers, i.e., 5 and 3, which will be equal to 8.

Hence, the required code for the word DIRECTOR is 8.