If in coded language VAIBHAV = -13 BHUWAN = 25 CHANDAN = 7 then RATNESH = ?

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27 Jun 2014 Coded language

If in coded language
VAIBHAV = -13
BHUWAN = 25
CHANDAN = 7
then
RATNESH = ?

OPtion

1) -8
2) 12
3) 19
4) -19
5) -4
6) 36
7) 13
8) 18
9) -16
10)None of these

Solution

A(1), B(2), C(3), D(4), E(5), F(6), G(7), H(8), I(9), J(10), K(11), L(12), M(13), N(14), O(15), P(16), Q(17), R(18), S(19), T(20), U(21), V(22), W(23), X(24), Y(25) ,Z(26)
VAIBHAV = 22+1-9+2-8+1-22 = 26-39 = -13
BHUWAN = 2+8-21+23-1+14 = 47-22 = 25
CHANDAN = 3+8-1+14-4+1-14 = 26-19 = 7
Similarly
RATNESH = 18+1-20+14-5+19-8 = 52-33 = 19

Option 3)

Correct Option: 3 Best Solution (19)

Saraswathy   9 years AGO

VAIBHAV => 22,1,9,2,8,1,22 => (22-9-8-22)+(1+2+1)
=> -17+4 = -13
BHUWAN => 2,8,21,23,1,14 => (2-21-1)+(8+23+14)
=> -20+45 = 25
CHANDAN = 3,8,1,14,4,1,14 => (3-1-4-14)+(8+14+1)
=> -16+23 = 7

Similarly
RATNESH = 18,1,20,14,5,19,8
=>(18-20-5-8)+(1+14+19) => -15+34 = 19

Ans : 19 (Option 3)

Like? Yes (12) | No (4)  

RAKHI RAMTEKE   9 years AGO

RATNESH=
Numbering all alphabets from 1 to 26....
R=18,A=1,T=20,N=14,E=5,S=19,H=8
Using addition and substraction alternatively we get,18+1-20+14-5+19-8=19
i.e option 3

Like? Yes (4) | No   

Lakshya   9 years AGO

-13+25+7=19

Like? Yes (1) | No   

Abhra Layek   9 years AGO

V A I B H A V if we take numbers equivalent to the letters, and taking the numbers of prime numbers positions and adding them, and subtracting from the sum of rest, we find
(V A B A)-(I H V)= (22+1+2+1)-(9+8+22)=-13
B H U W A N}
(B H W N)-(U A)=(2+8+23+14)-(21+1)=25
C H A N D A N
(C H N A)-(A D N)=(3+8+14+1)-(1+4+14)=7
Hence
R A T N E S H
(R A N S)-(T E H)=(18+1+14+19)-(20+5+8)=19

Like? Yes (2) | No (1)  

Aashu   9 years AGO

Using + and - alternatively
VAIBHAV = 22+1-9+2-8+1-22 = 26-39 = -13
BHUWAN = 2+8-21+23-1+14 = 47-22 = 25
then
RATNESH = 18+1-20+14-5+19-8 = 52-33 = 19

Like? Yes (2) | No (1)  

ananthavalli   9 years AGO

RATNESH=18+1-20+14-5+19-8=19
OPTION 3) IS CORRECT

Like? Yes (1) | No   

Nitish   9 years AGO

vaibhav= 22+1-9+2-8+1-22= -13
bhuwan= 2+8-21+23-1+14= 25

similarly
ratnesh
18+1-20+14-5+19-8= 19

Like? Yes (1) | No   

vinusha reddy   9 years AGO

viabhav=v+a-i+b-h+a-v=22+1-9+2-8+1-22=-13
bhuvan=b+h-u+v-a+n=2+8-21+23-1+14=25
chandan=c+h-a+n-d+a-n=3+8-1+14-4+1-14=7
similarly
ratnesh=r+a-t+n-e+s-h=18+1-20+14-5+19-8=19

Like? Yes (2) | No (1)  

BINAY   9 years AGO

first convert each alphabet in number format. Now add the first two number and the subtract it with the next. repeat the steps ...

Like? Yes (1) | No   

Aalvin   9 years AGO

18 1 20 14 5 19 8
R A T N E S H
18+1-20+14-5+19-8 = 19

Like? Yes (1) | No   

saisudha sarva   9 years AGO

RATNESH=18+1-20+14-5+19-8

Like? Yes (1) | No   

RAKESH   9 years AGO

put alternate + & -
RATNESH = R+A-T+N-E+S-H = (R+A+N+S)-(T+E+H)= (18+1+14+19)-(20+5+8)= 19

Like? Yes (1) | No   

KODEISWARAN ELANGOVAN   9 years AGO

19 is the answer

Like? Yes (1) | No   

Gautam Anand   9 years AGO

18+1-20+14-5+19-8=19

Like? Yes (1) | No   

guddu   9 years AGO

VAIBHAV=22+1-9+2-8+1-22=-13
BHUWAN=2+8-21+23-1+14=25
CHANDAN=3+8-1+14-4+1-14=7
RATNESH=18+1-20+14-5+19-8=19

Like? Yes (1) | No   

D.Gnaphika   9 years AGO

a=1,b=2........z=26 and adding even places and adding odd places seperately and then subtracting odd from the even and then add 2*value of 1st alphabet then we get ratnesh code as 19

Like? Yes (1) | No   

Tark Patel   9 years AGO

Let's assign a number to each individual aplhabet like
(A-1 , B-2 , C-3 , ... , X-24 , Y-25 , Z-26).

1) VAIBHAV = -13
-> V+A-I+B-H+A-V = 22+1-9+2-8+1-22 = -13

2)BHUWAN = 25
-> B+H-U+W-A+N = 2+8-21+23-1+14 = 25

3)CHANDAN = 7
-> C+H-A+N-D+A-N = 3+8-1+14-4+1-14 = 7

Hence,

--->> RATNESH
-> R+A-T+N-E+S-H = 18+1-20+14-5+19-8 = 19

Answer is RATNESH = 19 (Pattern of coding is +,-,+,-,+,-...)

Like? Yes (1) | No   

T.Aravinth kumar   9 years AGO

18+1-20+14-5+19-8=19

Like? Yes (1) | No   

Bobby Nayak   9 years AGO

V+A-I+B-H+A-V
22+1-9+2-8+1-22= -13
similarly,
R+A-T+N-E+S-H
18+1-20+14-5+19-8= 19
answer is option 3: 19

Like? Yes (1) | No