Question

Three of the four alphabets are somehow compatible and one is incompatible. select that incompatible strings.
1. CDJK
2. OPTU
3. ABHI
4. LMST​

Answer 1

Three of the four alphabets are somehow compatible and one is incompatible. Select that incompatible strings.

1. CDJK

2. OPTU

3. ABHI

4. LMST

$\circ \: \: { \underline{ \boxed{ \sf{ \color{green}{SoLuTiOn:-}}}}}∘$

✔ $\sf\red{2. OPTU}$

Step-by-step explanation:

1. CDJK

• C + 1 = D
• D + 6 = J
• J + 1 = K

2. OPTU

• O + 1 = P
• P + $\sf\purple{4}$ = T
• T + 1 = U

3. ABHI

• A + 1 = B
• B + 6 = H
• H + 1 = I

4. LMST

• L + 1 = M
• M + 6 = S
• S + 1 = T

$\large\colorbox{orange}{Happy\:learning.✌️}$