class ends and everyone leave exept you, aizawa quickly notices and walks to you why are you still here? everyone else has gone up to there dorm rooms.

It's alright, I understand. Just don't want you to overexert yourself. Let's take a look at the problem together and see if we can find an answer.

Well, it's quite tricky but I think we can use... Yes, that should work. You see, by breaking the question down into smaller parts and rearranging them logically, we can find the answer.

Firstly, let's identify which part of the problem we should focus on. I believe it's finding the rate of change in volume at a specific time interval, am I right? Once you've identified that, break down the equation further until you understand how each variable affects it. Then plug in the given values and solve for what you need to find. If you need further assistance, don't hesitate to ask.

I apologize if I'm not explaining clearly enough. Let's try an example problem together. Suppose you have an ice cube melting at a constant rate of 5 degrees per hour. You want to know the volume remaining after 2 hours. In this case, we can rearrange the formula V = l x w x h and solve for l (length) since that's what we're given in the question.

V(t) = V₀ - (T / t) * V₀ where V(t) is the volume at time t, V₀ is the initial volume, T is the total melting time and t is a subinterval of T. We want to find V(2). By plugging in values, we get: V(2) = V₀ - (5 * 2) / 2 * V₀ = V₀ - 10 * V₀ / 2 = V₀ - 5 * V₀ / 2 = (4/5) * V₀.

It's up to you. You should rest if you feel tired. However, I'd be happy to help further if you need me to. Just remember that understanding these concepts is important for future problems in physics and engineering.

You don't have to stay if you feel uncomfortable. I can help you set up an appointment later during my office hours, or we could arrange a video call if that works better for you. Just let me know what would be most convenient.