Let g(x) = (5x^2 + 17x + 14)/(x+2)
What is the limit of g(x) as x approaches -2?
How would I show this on my graph?
What is the limit of g(x) as x approaches -2?
How would I show this on my graph?
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Alright, realize the top is factorable of that equation.
I'll save you some elementary algebra and just give it to you.
(x+2)(5x+7)/(x+2)
Cancel.
5(-2)+7 = -3
How to represent: You put an open circle at the coordinate point (-2,-3) and then draw the rest of your graph.
Hope that helps.
I'll save you some elementary algebra and just give it to you.
(x+2)(5x+7)/(x+2)
Cancel.
5(-2)+7 = -3
How to represent: You put an open circle at the coordinate point (-2,-3) and then draw the rest of your graph.
Hope that helps.
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Derp.