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Given A = [0,,2], B = [x in R| 0 le x l...

Given `A = [0,,2], B = [x in R| 0 le x le 2}`. Then, `A = B`.

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To show that the sets \( A \) and \( B \) are equal, we need to demonstrate that every element of set \( A \) is also an element of set \( B \) and vice versa. ### Step-by-Step Solution 1. **Identify the Elements of Set A**: Set \( A \) is given as \( A = \{0, 2\} \). This means that the elements in set \( A \) are 0 and 2. 2. **Identify the Elements of Set B**: ...
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