Recent content by supahman

Huh? I'm actually asked that question... So I really don't know what to make of it. :s

Hey there, That was all the information I was given. The I2 is what is used to produce the stock KIO3, which is then diluted with filtered water.

Homework Statement Hi there, I am asked this question in one of my lab calculation questions: Calculate the number of moles of I2 produced from 25 mL of the diluted KIO3 solution. Information that has already been obtained from my lab: -Molar concentration of dilute KIO3: 0.00241 + or -...

Thanks for all the help! I was able to solve this problem and finish the project today. :)

Hi ckutlu, thanks for the reply. I fixed the equation a bit, but it still does not work. Could you explain heaviside a bit more?

Sorry for the bump, but this is to report what I've found so far. After splitting the equation into different parts, I got this equation. However, there seems to be a problem with the first integral. Could someone explain what looks wrong...

Ah, okay that makes sense. I will try that out and report what I find.Thanks!

Ah, thanks for clearing that up. I had always assumed that as an object is in the air, there would be a short period when its acceleration would hit zero. Velocity makes more sense. :)

Hi, ckutlu. Thanks for the reply. :) My group and I have tried cutting the lemon and tracing it. From measurements we have taken, our lemon is 12.5 cm is in length. So, I'm writing the function as: S[integral] b=12.5 a=0 f(x) dx The problem I have is to determine the function of the lemon. I...

Hi there Sentience. I am no expert, but I have seen a question quite similar to your's quite a few times. The balls acceleration should be zero at its highest point for a very short period, and zero again at rest. Answer E is possible, however I would say the correct answer is A.

Homework Statement Hi there, I have this project I need some help with. My group and I must calculate the volume of a lemon using three methods: a) A Rotation of a Riemann Sum resulting in ‘discs’. Any type (left, right, midpoint, or trapezoid) is acceptable, although some are considerably...