Span of solutions

The span of solutions refers to all the possible combinations or ways you can combine a set of vectors (or solutions) to form other solutions. Imagine you have a few building blocks, and by stacking or mixing them in different ways, you can create many different structures. In mathematics, the span includes every possible outcome you can make using those initial solutions, showing the total set of solutions generated by them. It helps understand the scope or extent of all solutions that can be built from a given set of starting points.