Do the graphs intersect in the given viewing rectangle? If they do, how many points of intersection are there? $y = x ^ { 3 } - 3 x , y = x + 6 ; [ - 4,4 ] \text { by } [ - 15,15 ]$

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The Answer of Do the graphs intersect in the given viewing rectangle? If they do, how many points of intersection are there? $y = x ^ { 3 } - 3 x , y = x + 6 ; [ - 4,4 ] \text { by } [ - 15,15 ]$

Do the Graphs Intersect in the Given Viewing Rectangle? If y=x3−3x,y=x+6;[−4,4] by [−15,15]y = x ^ { 3 } - 3 x , y = x + 6 ; [ - 4,4 ] \text { by } [ - 15,15 ]y=x3−3x,y=x+6;[−4,4] by [−15,15]

Do the Graphs Intersect in the Given Viewing Rectangle? If $y = x ^ { 3 } - 3 x , y = x + 6 ; [ - 4,4 ] \text { by } [ - 15,15 ]$