Homework Statement
A volcano fills the volume between the graphs z = 0 and z =1/(x^2+y^2)^24, and outside the cylinder x^2+y^2=1 Find the volume of this volcano.
Homework Equations
This is a triple integral to be evaluated in cylindrical coordinates.
The Attempt at a Solution...
Alright, I know how to convert from Kelvin to Celsius (subtract 273), but I really don't know how many degrees Celsius are to Kelvin. (I need to convert .021 degK/s to deg/C)
Homework Statement
0.175 kg of water at 88.0 degC is poured into an insulated cup containing 0.212 kg of ice initially at 0 degC. How many kg of liquid will there be when the system reaches thermal equilibrium?Homework Equations
Qwater=-Qice
q=mc(Tf-Ti)
Cwater= 4187 J/kg degC
Cice=2090 J/kg...
Find the area of the surface obtained by rotating the curve
y=2e^(2y)
from y=0 to y=4 about the y-axis.
Any help on this would be greatly appreciated. This has my whole hall stumped. We know that you have to use the equation 2pi*int(g(y)sqrt(1+(derivative of function)^2), but cannot figure...
[SOLVED] Simple Harmonic Motion (Mass on a Spring)
Homework Statement
A solid cylinder of mass M= 10.8 kg is attached to a horizontal massless spring so that it can roll without slipping along a horizontal surface, as shown in the Figure. The force constant of the spring is k= 346 N/m. The...
Alright. I got you there. My new arithmatic looks like this:
.5kA^2=[.5k(.985^n*A)^2]/2
kA^2=.5k(.985^n*A)^2
2A^2=(.985^n*A)(.985^n*A)
2=(.985^n)^2
ln(2)=.985^n
Ack! I'm truly sorry- it's been a long night and barely anything seems coherent anymore...
(.5k(A*.985^n))/2=.5kA
.5(A*.985^n)=A
A*.985^n=2A
.985^n=A
I feel like I'm missing something there, due to the fact that answer makes no sense. Thanks for baring with me.
Thank you. I do not where to go with that, though, because of having no initial Amplitude. I have, however, derived that I am looking for t=ln(2)/(2*angular acceleration). However, I do not know how to get the angular acceleration without having a known mass value. (a. acceleration=b/2m) Any...
[SOLVED] Dampened Harmonic Motion
Homework Statement
A mass M is suspended from a spring and oscillates with a period of 0.900 s. Each complete oscillation results in an amplitude reduction of a factor of 0.985 due to a small velocity dependent frictional effect. Calculate the time it takes...