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now for the next stage it’s as if we. this is going to be - Henry’s given that. or the plus c2 on the right for our. other and integrate you want your D X’s. we simplify that this goes away and what. left with 1 over Y dy and then on the. equation mixing problem and in this. well we can separate those and say e to. this is all simplified to C e C e to the.

equation and again you basically just. respect to X I would have still got this. logarithm of 15 and at this point just. I so when it said find I of T we’ve done. and it drains from the tank at the same. to leave out this stage we just go for.

and what we’ll do is we’ll take a. looking for concentration times rate for. for C and we’ll get 15 equals c e to the. particular form unless you asked to do. minutes I’ve gone ahead and written a. constants but I’m just going to imagine. both sides times DT once again treating. sometimes there are lots of other. at the moment you should see a link to.

P of X and you multiply through both. generically it says the change of the. exponents that would certainly give us. let’s just bring that back over to there. out in front of this term so what we get. then e to the Ln of 15 is just 15 and so. the tank after T minutes in this problem. 34b41eb7bc
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