What is find the derivative of f(x)= (x^(2)-4x+6)/(3x^(2)+3x+1)
300
The limit of (8-3x)/(x-7) as x approaches infinity is...
What is -3
300
A particles position can be modeled by: s(t)=t^(3)-7t^(2)+6t. What is the position of the particle at t=6?
What is 18?
300
the derivative of f(x)= tanx+c is...
What is f'(x)=sec^2(x)
300
A region enclosed by the curve y=sinx and the x-axis between [0,pi] is revolved around the x-axis. Find the volume.
What is pi^2/2
400
y'=5x^(4)-(8/5)x^(-1/5)-9x^(-4)+4
What is x^(5)-2x^(4/5)+3x^(-3)+4x
400
All vertical and horizontal asymptotes of f(x)=tanx
What is Horizontal asymptotes=none and Vertical asymptotes=none
400
A particles position can be modeled by s(t)=t^(3)-7t^(2)+6t. The Particles acceleration at t=2 is...
What is -2
400
the derivative of f(x)=(tanx^-1)+c is...
What is f'(x)=1/(1+x^2)
400
A region enclosed by y=x^2 and the x-axis between (0,5) is revolved around the x-axis. Find the volume of the solid.
What is 625pi u^3.
500
y'=x^(3)-(1/2)x^(2)-1
y''=3x^(2)-x
What is find the first and second derivative of y=(x^(4)/4)-(x^(3)/6)-x
500
The limit of (x^(2)-5x+4)/(x-1) as the limit approaches 1 is...
What is -3
500
A rockets position can be modeled by s(t)= 120t-4.9t^(2). The max height of the rocket is...
What is 734.693 meters
500
the derivative of f(x)=(3^2x)+c is...
What is f'(x)= 2ln3*3^2x
500
Explain the Washer Method.
What is
1. Sketch
2. Determine the equation for the big radius R
3. Determine the equation for the little radius r
4. A(x)=pi(R^2-r^2)
5. Integrate A(x) over bounds