Linear Algebra Examples

$A = (a, c, h, d, g)$ , $B = (d, i, b, a, c, g)$

Step 1

Set up the intersection notation of set ${a, c, h, d, g}$ and ${d, i, b, a, c, g}$ .

${a, c, h, d, g} \cap {d, i, b, a, c, g}$

Step 2

The intersection of two sets is the set of elements which are in both sets.

${a, c, d, g}$

Step 3

The complement of the two sets is the remaining members of ${a, c, h, d, g}$ that aren't members of the intersection of the two sets.

${h}$