Translations
Quote:
HumbleBeauty wrote
ΔE/Δt = ΔP, P is power

The change in energy divided by the change in time, equals the change in power. This doesn't make sense.
Quote:
HumbleBeauty wrote
Δs/Δt = Δv, v is velocity

The change in speed divided by the change in time equals the change in velocity. This is not right, it should just equal velocity not the delta of velocity.
Quote:
HumbleBeauty wrote
ΔE/Δs = ∇E

The change in energy divided by the change in speed equals the derivative of energy. Why is energy being divided by speed and how does that make the derivative of energy? This doesn't make sense.
Quote:
HumbleBeauty wrote
ΔE/Δt = ΔE/Δt (Δs/Δs)

The change in energy divided by the change in time equals the change in energy divided by the change in time. Do you realize that you put the same thing on both sides of the equation? x = x, well of course it does, but what's your point?
Quote:
HumbleBeauty wrote
ΔP = ΔE/Δs Δv

The change in power equals the change in energy divided by the change in speed. The change in velocity just sitting out there doesn't make any sense.
Now ΔP = ΔE/Δs so with what you've presented before saying that ΔP = ΔE/Δt, that would mean that Δt = Δs, which would for maths purposes mean that the change in time and the change in speed are the same. If time and speed are the same, then Δs/Δt = Δv doesn't make sense. And if s and t are not the same, then this one doesn't make sense. Are these things supposed to work together or are they all desperate things pulled at random?
Quote:
HumbleBeauty wrote
dP = ∇E dv

The differential in power equals the derivative of energy and then just putting out the differential of velocity for no reason. So now the change in power is the same as the change in energy, so first one doesn't make sense.
Quote:
HumbleBeauty wrote
∫dP = ∫∇E dv

The integral of the differential of power equals the integral of the derivative of energy and then the differentials of velocity just sitting out there like some kind of idiot. Oh fuck it, you don't know what the fuck you're doing.
Quote:
HumbleBeauty wrote
P = ∫∇E dv

Power equals the integral of the derivative of energy and again the differentials of velocity just sitting out there for no reason. This is stupid.
Doesn't make any sense, this is all stupid and crazy.