what are the subsets on -2.324 and the subsets for the square root of 46

I need help

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To find the subsets of a given set, you need to consider all the possible combinations of elements that can be selected from that set. Let's break it down step by step:

1. Subsets of -2.324:
Since -2.324 is a single element, there are only two subsets possible: a subset containing -2.324 ({-2.324}) and the empty set (∅).

2. Subsets of the square root of 46:
To find the subsets of the square root of 46, you first need to calculate the square root of 46, which is approximately 6.782329983. Since this number has decimal places, it is not a set but a single element.

In this case, there are also only two subsets possible: a subset containing the square root of 46 ({6.782329983}) and the empty set (∅).

Note:
If you were referring to the integer square roots of 46, which are 6 and -6, then the subsets would be:
- Subset 1: {6}
- Subset 2: {-6}
- Subset 3: {6, -6}
- Subset 4: ∅ (empty set)