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HW_2_6

# HW_2_6 - 8 Find the limit(If you need to use-or...

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Student Name: Sections 2.6 (Due: Tuesday, 09/11) Description : This homework will help you understand the geometric and limit definitions of horizontal asymptotes, and the computation of infinite limits. Show all work to get full credit. 1) For the function f whose graph is given, state the following. (If you need to use - or , enter -INFINITY or INFINITY.) (f) the equations of the asymptotes x = (smaller value) x = (larger value) y = (smaller value) y = (larger value) 2) Find the limit. (If you need to use - or , enter -INFINITY or INFINITY.) 3) Find the limit. (If you need to use - or , enter -INFINITY or INFINITY.) 4) Find the limit. (If you need to use - or , enter -INFINITY or INFINITY.) 5) Find the limit. (If you need to use - or , enter -INFINITY or INFINITY.) 6) Find the limit. (If you need to use - or , enter -INFINITY or INFINITY.)

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Student Name: 7) Find the limit. (If you need to use - or , enter -INFINITY or INFINITY.)
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Unformatted text preview: 8) Find the limit. (If you need to use -or , enter -INFINITY or INFINITY.) 9) Find the limit. (To enter -or , type -INFINITY or INFINITY. Enter DNE if the limit does not exist.) 10) Find the limit. (If you need to use -or , enter -INFINITY or INFINITY.) 11) Find the limit. (If you need to use -or , enter -INFINITY or INFINITY.) 12) Find the horizontal and vertical asymptotes of the curve. x = y = 13) For all x > 1 the following inequality is true. Use this inequality to find the limit. 14) A tank contains 8000 L of pure water. Brine that contains 15 g of salt per liter of water is pumped into the tank at a rate of 25 L/min. The concentration of salt after t minutes (in grams per liter) is given by the function below. As t , what does the concentration approach? g/L 15) How large do we have to take x so that 1 / √ x < 0.01 ? x >...
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HW_2_6 - 8 Find the limit(If you need to use-or...

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