I would mention A can be positive or negative. It is better to communicate.Is it necessary to modify the constant like Cambridge in the HSC, or could you just remove the absolute value brackets without any annotations ?
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They divided through by Ae^pkt to get from the second last line to the last line.On the topic of differentials, what do they mean by "dividing through" here ? Do they just multiply by 1/Ae^Pkt, and if so then how does the exponent in the denominator become -Pkt
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U see the equation on the third last one with the log? Just flip it so that the P-N bit is on the top. Do this by removing the negative from the log. Then it’s simpler to like convert to the form u require.
yeah I do the same I feel like it’s a lot less confusingLike soView attachment 39701
Keep c positive it’s just a constant and define A as +-e^c
If you do make the change from the constant being C to it being A, I think the important point is that C can be any real number but A is restricted to being a non-zero real.Is it necessary to modify the constant like Cambridge in the HSC, or could you just remove the absolute value brackets without any annotations ?
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