Explanation:
- To find the inverse of R, we need to first understand what R represents. R is a relation between two sets, where the first set contains the elements (I, 3, 5) and the second set contains the elements (2i, 4i, 6i). The relation R can be represented as a set of ordered pairs, which are:
{(I, 2i), (3, 4i), (5, 6i)}
- To find the inverse of R, we need to swap the positions of the elements in each ordered pair. The inverse of R is denoted by
R^-1 and is given by {(2i, I), (4i, 3), (6i, 5)}
- Therefore, the inverse of R is {(2i, I), (4i, 3), (6i, 5)}.