Answer:
bujvunvyjctn
Step-by-step explanation:
v uh yhfnx zhjd dd djsi dh
Sorry i dont know but if you want points you could spam things like this and get points
Remember that a set is a base for some topology on if satisfy the following properties:
1.
2. For , If then exist such that .
Now, for we verify the above properties:
1. It's clear that
2. Let . Without loss of generality suppose that . Then , this implies that and and .
Then, B satisfy the two properties. This show that B is a basis for a topology in
Answer:it’s going to be b