I understand how to find the inflection points and concave up and down points but how exactly do I draw the curve?

Instructions: Sketch the graphs cf the fellcming functiens. Write neat scluticns. Make sure each scluticn has the fellcwing infcrmaticn {if applicable}: - Dcmain afx}. - x-intercepts and yintercepts. If x-intercepts are hard tc cempute, then ignere them. 'u'ertical asymptetes. Herizcntal asymptetes. Intervals where f is increasing and decreasing. Lccal minima and lecal maxima. Intervals where f is cencave up and can cave down. Inflecticn pcints. Use the ahcve infcrmaticn tcsketch the graph cf f. Here is a suggested sequence to tie this: Begin by first marking the x and y intercepts. -Draw the vertical and herizcntal asymptctes. |ni.restigate hew the functicn appreaches thetrertical asymptcites {this helps gnu start the sketch}. |ni.restigate where the fun cticn is in creasing and decreasing and sketch a rcugh picture. |ni.restigate the concavity and adjust ycur sketch. Make sure tc Iahel a|| cf the Iccal extrema and inflecticn pcints. \f