This　paper　focuses　on　problem　of　quadratic　dissipative　control　for　networked　nonlinear　system　with　random　delay.　The　T-S　discrete　fuzzy　model　system　is　adopted　for　modeling　the　nonlinear　system.　The　dynamic　output　feedback　controller　is　to　be　designed.　Random　delays　from　the　sensor　to　the　controller　and　from　the　controller　to　the　actuator　are　simultaneously　considered.　And　the　random　delays　are　described　by　a　binary　switching　sequence　satisfying　a　Bernoulli　distribution.　Sufficient　conditions　for　existence　of　a　dynamic　output　feedback　fuzzy　controller,　such　that　the　closed-loop　system　is　exponentially　mean-square　stable　and　strict　quadratic　dissipative,　is　present　via　matrix　inequality　method.　The　iterative　algorithm　is　provided　to　solve　the　matrix　inequalities　by　using　SLPMM　(sequentially　linear　programming　matrix　method).　Finally,　a　numerical　example　is　given　to　show　the　validity　and　feasibility　of　the　proposed　approach.