Answer
Not possible
Work Step by Step
Let us consider two matrices $A$ and $B$ and their multiplication can be possible when the number of columns of matrix-$A$ is the same as the number of rows of the matrix-$B$.
We can see from the given matrices that the size of matrix $A$ is $2 \times 4$ and that of matrix $B$ is $2 \times 2$. This shows that the number of columns of matrix-$A$ is not same as the number of rows of the matrix-$B$. So, it is not possible to find the product (the product does not exist).
