  We present explicit formulas for the Macdonald polynomials of types $C_n$ and
$D_n$ in the one-row case. In view of the combinatorial structure, we call them
"tableau formulas". For the construction of the tableau formulas, we apply some
transformation formulas for the basic hypergeometric series involving very
well-poised balanced ${}_{12}W_{11}$ series. We remark that the correlation
functions of the deformed $\mathcal{W}$ algebra generators automatically give
rise to the tableau formulas when we principally specialize the coordinate
variables.
