Abstract
We study oscillatory properties of solutions of systems $$\left[ {y_1 \left( t \right) - a\left( t \right)y_1 \left( {g\left( t \right)} \right)} \right]^\prime = p_1 \left( t \right)y_2 \left( t \right),$$ $$y'_2 \left( t \right) = - p_2 \left( t \right)f\left( {y_1 \left( {h\left( t \right)} \right)} \right),\quad t \geqslant t_0 .$$ .
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