In a certain code language, 'UNITED' is coded as '89' and 'SHOP' is coded as '50'. How will 'TRANSIT' be coded in that language?

Let's find the sum of positional values of letters for each word.For UNITED:U = 21, N = 14, I = 9, T = 20, E = 5, D = 4$\text{Sum}=21+14+9+20+5+4=73$ To get 89: $73+16=89$. Let's see if 16 is related to the word (e.g., number of letters $\times$ something, or a constant).For SHOP:S = 19, H = 8, O = 15, P = 16$\text{Sum}=19+8+15+16=58$ Given code is 50, which means $58-8=50$. This breaks the constant addition logic.Let's look at the opposite positions (27 - standard position):For UNITED:U $\to$ 6, N $\to$ 13, I $\to$ 18, T $\to$ 7, E $\to$ 22, D $\to$ 23$\text{Sum of opposites}=6+13+18+7+22+23=89$ This perfectly matches the given value of 89!Let's verify with SHOP:S $\to$ 8, H $\to$ 19, O $\to$ 12, P $\to$ 11$\text{Sum of opposites}=8+19+12+11=50$ This also perfectly matches!Now, let's calculate the sum of opposite positional values for TRANSIT:T $\to$ 7R $\to$ 9A $\to$ 26N $\to$ 13S $\to$ 8I $\to$ 18T $\to$ 7
$$\text{Total Sum}=7+9+26+13+8+18+7=88$$