Match the type of interaction in column A with the distance dependence of their interaction energy in column B :
`{:(,A,,B),((I),"ion-ion",(a),(1)/(r)),((II),"dipole-dipole",(b),(1)/(r^(2))),((III),"London dispersion",(c),(1)/(r^(3))),(,,(d),(1)/(r^(6))):}`

Options

A. (I)-(a), (II)-(b), (III)-(d)
B. (I)-(a), (II)-(b), (III)-(c)
C. (I)-(a), (II)-(c), (III)-(d)
D. (I)-(a), (II)-(c), (III)-(b)

Explanation

To solve the problem of matching the types of interactions with their distance dependence of interaction energy, we can follow these steps:

### Step 1: Understand the Types of Interactions
We have three types of interactions to consider:
1. Ion-Ion Interaction
2. Dipole-Dipole Interaction
3. London Dispersion Forces

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