In a certain code language, ‘LIGHTS’ is written as ‘93’ and ‘BATTER’ is written as ‘102’. How will ‘BRING’ be written in that language?

The positions of the letters according to the English alphabet series:

LOGIC: Positional Values of Reverse Positional Letters + Number of letters in the given word = Code.

The pattern for this is as follows;

In LIGHTS →

Reverse Positional Letters and positional Values are:

L ⇔ O = 15

I ⇔ R = 18

G ⇔ T = 20

H ⇔ S = 19

T ⇔ G= 7

S ⇔ H= 8

LIGHTS = (15 + 18 + 20 + 19 + 7 + 8) + 6 = 93

And;

In BATTER →

Reverse Positional Letters and positional Values are:

B ⇔ Y = 25

A ⇔ Z = 26

T ⇔ G = 7

T ⇔ G = 7

E ⇔ V = 22

R ⇔ I = 9

BATTER = (25 + 26 + 7 + 7 + 22 + 9) + 6 = 102

Similarly;

In BRING →

Reverse Positional Letters and positional Values are:

B ⇔ Y = 25

R ⇔ I = 9

I ⇔ R = 18

N ⇔ M = 13

G ⇔ T = 20

BRING = (25 + 9 + 18 + 13 + 20) + 5 = 90

Hence, the correct answer is "90".

Shortcut Trick
Shortcut to remember the reverse positional letters.