In a certain code language, ‘FANG’ is written as ‘24’ and ‘CRAZY’ is written as ‘69’. How will ‘PLAY’ be written in that language?

The pattern logic is based on the sum of the positional values of the letters in the English alphabet:For FANG:$\text{F}=6$$\text{A}=1$$\text{N}=14$$\text{G}=7$$\text{Sum}=6+1+14+7=28$$\text{Code}=28-4=24$ (where $4$ is the number of letters in the word)For CRAZY:$\text{C}=3$$\text{R}=18$$\text{A}=1$$\text{Z}=26$$\text{Y}=25$$\text{Sum}=3+18+1+26+25=73$$\text{Code}=73-5=68$ Let's double-check another approach if the arithmetic doesn't exactly match the question's premise. Alternatively, check the sum of vowels and consonants or reverse ranks:Let's check reverse ranks for FANG:$\text{F}\to 21$, $\text{A}\to 26$, $\text{N}\to 13$, $\text{G}\to 20$. $\text{Sum}=80$. Not matching.Let's look closely at $\text{Sum}-\text{number of letters}$ vs another standard pattern:For CRAZY, sum of positional values is $3+18+1+26+25=73$. The given value is $69$. Notice $73-4=69$.For FANG, sum of positional values is $6+1+14+7=28$. The given value is $24$. Notice $28-4=24$.Therefore, the logic is: $\text{Sum of positional values}-4$.Applying this rule to PLAY:$\text{P}=16$$\text{L}=12$$\text{A}=1$$\text{Y}=25$$\text{Sum}=16+12+1+25=54$$\text{Code}=54-4=50$