Chapter 1
Chapter 2
Chapter 3
Chapter 4
Chapter 5
100
Find the limit of 2x-1, as it approaches 0.
-1
100
Find the derivative of F(x)=3x^2+4x-7.
F'(x)=6x+4
100
Find the critical numbers of F(x)=x^2(x-3).
x={0,2}
100
Find the anti-derivative of 3x.
(3/2)x^2+C
100
differentiate F(x)=lnx(x^2+1)^2/sqrt(2x^3-1).
1/x+2(2x)/(x^2+1)-1/2(6x^2a)/(2x^3-1)
200
Find the limit of sinx as it approaches pi/2.
1
200
Find the derivative of F(x)=(1-cosx)/sinx.
-cscxcotx+csc^2x
200
Find where F(x) is increasing, F(x)=x^2-6x.
F(x) is increasing on the interval (3, infinity)
200
Evaluate the summation when E i=1,n (i+1)/n^2, when n=10.
13/20
200
Differentiate F(x)=ln|cosx|.
-tanx
300
Find the limit of sqrt(x+1) as it approaches 3.
2
300
find the derivative of F(x)=7/(3x^3).
F'(x)=7x^2
300
Find the points of inflection of F(x)=x^3-6x^2+12x.
Points of inflection is (2,8)
300
integrate sqrt(2x-1)dx.
1/3(2x-1)^(3/2)+C
300
Integrate secxdx.
ln|secx+ tanx|+C
400
What is the limit as sinx goes to 5pi/6?
1/2
400
Find the derivative of F(x)=(2x-7)^3.
F'(x)=6(2x-7)
400
Find all kinds of concavity of F(x)=3x^2-x^3.
concave up: (-infinity,1) concave down: (1,infinity)
400
Evaluate the integral from 0 to 3 of (x+2), using a geometric formula.
21/2
400
Integrate e^(3x+1)dx.
e^(3x+1)/3+C
500
Find the limit of (x+3)^2 as it approaches -4.
1
500
find dy/dx of x^2+y^2=36.
dy/dx=-x/y
500
Find the limit of (3x-2)/sqrt(2x^2+1) as x approaches infinity.
3/sqrt(2)
500
Evaluate the integral from 0 to 1 of x(x^2+1).
15/8
500
Derive y=log(base10)cosx.
y'=-tanx/(ln10)
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