A. Verticle asymtote at x=1, hole at x=0 holes at x=-1 and x=0, resembles y=x^2

A. Verticle asymtote at x=1, hole at x=0 holes at x=-1 and x=0, resembles y=x^2

How do I find the asymtotes of the functions y=x/x^2+2x+1 y=x-1/x^5-4x^3 y=5x^2-10x+1/x/2

How do I create a form of y=f(x) that satisfies each set of conditions: A. Verticle asymptote at x=4, hole at x=0 B. Verticle asymtotes at x=-5 and x=1, hole at x= -1 C...

y=1/x^2 A. y=1/x^2+3 B. y=1/(x+9)^2 C. y=1/(x+5)^2-1 E. y= -1/(x-2)

Two corridors 3m and 4m wide meet at right angles. Find the length of the shortest thin straight road that can pass horizontally around the corner.

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Finally, we find the coordinates of the vertices of the right triangle in the first quadrant with a hypotenuse of minimum length.

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This is a further illustration of the calculation of the derivative of D(x).

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This page illustrates how to utilize the First Derivative Test in order to determine whether the critical numbers of a function are a maximum...

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This is the first of four pages illustrating how to calculate the derivative of D in order to determine the critical numbers of D(x).&n...

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This file contains the set-up to determining the vertices of the right triangle.

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A right triangle in the first quadrant has the coordinate axes as sides, and the hypotenuse passes through the point (1, 8). Find the vertices...

AP Calculus question ,need help!!

Anybody know how to solve it and what's the answer?

The radius of the pool increases at a rate of 5 cm/min. How fast is the area of the pool increasing when the radius is 5 cm? Related Rates of AP Calculus!!!! Please help!!!

The radius of the crowd increases at a rate of 6 ft/sec. How fast is the area taken up by the crowd increasing when the radius is 14 ft? Related Rates of AP Calculus!!!! Please help!...

The radius of the spill increases at a rate of 8 m/min. How fast is the area of the spill increasing when the radius is 8 m? Related Rates of AP Calculus!!!!Please help!!!!!

Liquid is flowing out of the funnel at the rate of 12 cm^3/sec. At what rate is the height of the liquid decreasing at the instant when the liquid in the funnel is 20 cm deep? Related...

How fast is the surface area shrinking when the radius is 1 cm? V=4/3piR^3 and S=4piR^2 where V is the volume and S is the surface area, R is the radius. Related Rates of AP Calculus...

The lamp on the post is 5 m high. How fast is the length of the persons shadow decreasing when the person is 3 m from the post? Related Rates of AP Calculus!!! Please help!!!!

How fast is the water level dropping when the height of the water is 3 cm? Related Rates of AP Calculus!!!Please help!!!

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