(function(){var loadHandler=window['sl_{C672A080-E5B1-41C3-B1D5-CE71C0163348}'];loadHandler&&loadHandler(25, '<div id="spr0_130109a5"><div id="spr1_130109a5" class="kern slide"><img id="img6_130109a5" src="data/img12.png" width="960px" height="540px" alt="" style="left:0px;top:0px;"/><div id="spr3_130109a5" style="top:499.2px;"><img id="img0_130109a5" src="data/img9.png" width="962.25" height="40.5" alt="" style="left:0.674px;top:0.112px;"/></div><div id="spr4_130109a5" style="left:-21.362px;top:-1px;"><img id="img1_130109a5" src="data/img10.png" width="149.25" height="90" alt="" style="left:-0.099px;top:0.095px;"/></div><div id="spr5_130109a5" style="left:852.75px;top:467.25px;"><img id="img2_130109a5" src="data/img11.png" width="91.5" height="78" alt=""/></div></div><div id="spr2_130109a5" class="kern slide"><div id="spr6_130109a5" style="left:312px;top:204px;"><div id="spr7_130109a5"><img id="img3_130109a5" src="data/img117.png" width="342.747" height="174.744" alt=""/></div><div id="spr8_130109a5" style="left:-0.003px;top:3.6px;"><div style="width:0px;"><span id="txt0_130109a5" style="left:36.042px;top:1.278px;">x</span></div></div><div id="spr9_130109a5" style="left:165.497px;top:3.6px;"><div style="width:0px;"><span id="txt1_130109a5" style="left:-67.125px;top:1.278px;">-</span></div><div style="width:0px;"><span id="txt2_130109a5" style="left:-59.125px;top:1.278px;">2</span></div></div><div id="spr10_130109a5" style="left:267.997px;top:3.6px;"><div style="width:0px;"><span id="txt3_130109a5" style="left:-117.75px;top:1.278px;">-</span></div><div style="width:0px;"><span id="txt4_130109a5" style="left:-109.75px;top:1.278px;">1</span></div></div><div id="spr11_130109a5" style="left:372.997px;top:3.6px;"><div style="width:0px;"><span id="txt5_130109a5" style="left:-166.813px;top:1.278px;">0</span></div></div><div id="spr12_130109a5" style="left:475.747px;top:3.6px;"><div style="width:0px;"><span id="txt6_130109a5" style="left:-217.5px;top:1.278px;">1</span></div></div><div id="spr13_130109a5" style="left:581.247px;top:3.6px;"><div style="width:0px;"><span id="txt7_130109a5" style="left:-270.938px;top:1.278px;">2</span></div></div></div><div id="spr14_130109a5" style="left:318px;top:246px;"><img id="img4_130109a5" src="data/img118.png" width="78" height="57.75" alt="" style="top:-0.047px;"/></div><div id="spr15_130109a5" style="left:314.25px;top:312px;"><img id="img5_130109a5" src="data/img119.png" width="75.75" height="59.25" alt="" style="left:0px;top:-0.094px;"/></div><div id="spr16_130109a5" style="left:144px;top:60px;"><div style="width:0px;"><span id="txt8_130109a5" data-width="108.023438" style="left:9.6px;top:6.018px;">Bài tập 2:</span></div><div style="width:0px;"><span id="txt9_130109a5" data-width="533.753906" style="left:105.6px;top:34.818px;">Điền vào những ô trống của bảng sau rồi vẽ đồ thị</span></div><div style="width:0px;"><span id="txt10_130109a5" data-width="548.332031" style="left:9.6px;top:63.618px;">của hai hàm số ấy trên cùng một mặt phẳng tọa độ.</span></div></div><div id="spr17_130109a5" style="left:135.375px;top:414.75px;"><div style="width:0px;"><span id="txt11_130109a5" data-width="586.781250" style="left:9.6px;top:6.018px;">Nhận xét về tính đối xứng của hai đồ thị đối với trục Ox</span></div></div><div id="spr18_130109a5" style="left:126.375px;top:6.75px;"><div style="width:0px;"><span id="txt12_130109a5" class="relpos" data-width="45.117188" style="left:9.6px;top:6.291px;">IV. </span><span id="txt13_130109a5" class="relpos" data-width="346.896484" style="left:9.593px;top:6.291px;">CỦNG CỐ VÀ LUYỆN TẬP</span></div></div></div></div>');})();