  Finding spherically symmetric exact solutions in modified gravity is usually
a difficult task. In this paper we use the Noether's symmetry approach for a
modified Teleparallel theory of gravity labelled as $f(T,B)$ gravity where $T$
is the scalar torsion and $B$ the boundary term. Using the Noether's theorem,
we were able to find exact spherically symmetric solutions for different forms
of the function $f(T,B)$ coming from the Noether's symmetries.
