  Let Y be a weighted homogeneous (singular) subvariety of C^n. The main
objective of this paper is to present an explicit formula for solving the
d-bar-equation $f=\dbar{g}$ on the regular part of Y, where $f$ is a
d-bar-closed $(0,1)$-form with compact support. This formula will then be used
to give H\"older estimates for the solution in case $Y$ is homogeneous (a cone)
with an isolated singularity. Finally, a slight modification of our formula
also gives an $L^2$-bounded solution operator in case Y is pure dimensional and
homogeneous.
