limit as x→−∞ 4/(e^x+7)=0   Enter the left-hand asymptote: y=

Find the equation of the slant asymptote for the function f(x)=x^2-x/x-2 y=

limit as x---3 for the function (x-2)^11/(3-x) using L'Hopitals.

find the limit when x approaches 1 for equation (x/x-1)-(1/lnx)

The function y=(x^3 - 6x)^3 terminates at nth derivative. a. 7th b. 10th c. 4th d. 9th

In the fucntion:  f(x)= (12-3x)(e^x)  When is the function concave up and concave down in interval notation?  What are the x-values of all inflection points?

Differentiate the following functions. Use any applicable method unless otherwise specified.1. a. v = (t-3)(4t^2 -t -5) limit method     b. y= cube root (2x^2-6x-7)

Solve for the maximum and minimum values for ∫(x^3−2)/3dx. (Upper limit is 1 and lower limit is -2

Find the limit of the function as x approaches −1.x^2−4x−5x/x+1limx(→−1)f(x)=

What type of discontinuity is in the function f(x) = x-4/(x)^1/2 -(2)? Where is this discontinuty located?