- A -> Number of \(120^{\circ}\) angels in S\(_N\)1 transition state
- B -> Number of \(120^{\circ}\) angels in S\(_N\)2 transition state
- C -> Number of \(90^{\circ}\) angels in S\(_N\)1 transition state
- D -> Number of \(90^{\circ}\) angels in S\(_N\)2 transition state
- E -> Number of \(109^{\circ}\) angels in S\(_N\)1 transition state
- F -> Number of \(109^{\circ}\) angels in S\(_N\)2 transition state
- G -> Number of \(120^{\circ}\) angels in S\(_N\)1 intermediate

\(Enter\) \(your\) \(answer\) \(as\) \(A\)+\(B^2\)+\(C^3\)+\(D^4\)+\(E^3\)+\(F^2\)+\(G\).

**Note**:

Don't take more than 2 step S\(_N\)1 reaction in consideration for your answer

Take (R)\(_3\)CX as an Alkyl Halide (Substrate) where X = Halides

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