  We introduce a quantum (2+1)-superspace and show that the extended
superalgebra of polynomials on this quantum superspace, denoted by ${\cal
F}({\mathbb C}_q^{2|1})$, is a Hopf superalgebra. We set up a right-covariant
differential calculus on ${\cal F}({\mathbb C}_q^{2|1})$ and define a quantum
Weyl superalgebra and mention a few algebraic properties of this algebra.
Finally, we explicitly construct the dual Hopf superalgebra of ${\cal
F}({\mathbb C}_q^{2|1})$.
