Newton's Law of Cooling Equation?
does anyone know it?
T2 = T0 + (T1 - T0) * e(-k * Δt)
Do u know the experiment ?
Here's the problem: "This law states that the change in temperature of an object over time t, denoted T′, varies directly with the difference between the temperature of the object T and the temperature of the surrounding environment, or ambient temperature, A. Letting –k represent the constant or variation for a positive value of k, write an equation to represent Newton's Law of Cooling."
gotta get the Newton's Law of Cooling from that..
@telltoamit I think that one is waay to complicated...
T2 - T0 = (T1 - T0) * e(-k * Δt) now??
stil too complicated.. did u read the problem text?
sorry, cant get simpler than that
Should be something like this.. I found it on yahoo answers. but don't know how to write it:
T = A + Se^(-kt) where T = temperature at any instant A = temperature of surroundings (ambient temperature) S = initial temperature (I used S for starting) t= elapsed time and k is a constant determined by the conditions.
not sure bout this
@hartnn hi! :)
hello :)
can you help me? :)
\[T \prime \alpha (T-A)\] so \[T \prime = -k(T-A)\]
the exponential part is not mentioned in the problem
perfect!!!! thank you thank you thank you :)
how do u know its perfect? do u have options?
because all the variables of the problem are there
nope don't have "already made" options like multiple choice
ok,ok..but the actual law does have exponential part.....
yup. just a simpler one this time.. I'm doing Algebra 2
thank you!
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