Clerk= 19 Manager= 25
Director=?
Answers
In a certain coded language DIRECTOR is coded as 42
Step 1: Given data
CLERK = 19
MANAGER = 25
Step 2: To find
DIRECTOR = ?
Step 3: Finding solution
1) CLERK = 19
Here we use the coding the digit of the alphabets. Hence
C = 3, L = 12, E = 5, R = 18 and K = 11
Here we add the last uni digits of all letters became,
CLERCK= 3 + 2 + 5 + 8 + 1
CLERCK= 19
2)
MANAGER = 25
same coding for the MANAGER we get
M = 13, A = 1, N = 14, A = 1, G = 7, E = 5 and R = 18
Hence The sum of last uni digits of all alphabets.
MANAGER= 3 + 1 + 4 + 1 + 7 + 5 + 8
MANAGER= 25
hence the pattern follows, apply the same pattern for the word DIRECTOR to find the answer
D = 4, I = 9, R = 18, E = 5, C = 3, T = 20, O = 15 and R = 18
DIRECTOR= 4 + 9 + 8 + 5 + 3 + 0 + 5 + 8
DIRECTOR= 42
Hence the code for the DIRECTOR is 42.
To learn more...
1) Dog = 29,plane=53,cat? Coding decoding
https://brainly.in/question/7494874
2) If FOX is coded as 15, what will be the code number for CAT?
https://brainly.in/question/5593708
Given:
- Clerk is coded as 19
- Manager is coded as 25
To Find:
- Code of DIRECTOR
Solution:
According to alphabetical order write sequence number of each letter
CLERK:
C = 3 (Prime Number)
L = 12 (Even Number )
E = 5 (Prime Number)
R = 18 (Even Number)
K = 11 ( Prime Number)
Adding all prime number ⇒ 3+ 5+ 11 = 19
MANAGER:
M= 13 (Prime Number)
A = 1 (Odd Number)
N = 14 (even Number)
A = 1 (Odd Number)
G = 7 (Prime Number)
E = 5 (Prime Number )
R = 18 (Even Number)
Adding all prime number ⇒ 13 + 7 + 5 = 25
Same Pattern is followed in DIRECTOR
DIRECTOR:
D = 4 (Even Number)
I = 9 (Odd Number)
R = 18 (Even Number)
E = 5 (Prime Number)
C = 3 (Prime Number)
T = 20 (Even Number)
O = 15 (Odd Number)
R = 18 (Even Number)
Addition of prime number = 5 + 3 = 8
Thus, Director is coded as 8.