Dear community,
In a log-log regression, beta gives the elasticity. Hence, a b is approx. the %-increase in y for a 1%-increase in x. My question is: how can I calculate the % increase in y for a 100% increase in b (I need this for a specific example)? Is it simply 100*b? I have found varying answers to this when looking it up. One is that the exact formula is: (exp(b*ln(2))-1)*100, with ln(2) for a 100% increase, ln(1.10) for a 10% increase and so on. I'm however really unsure whether this is correct. I would appreciate any help!
Best
Noemi
In a log-log regression, beta gives the elasticity. Hence, a b is approx. the %-increase in y for a 1%-increase in x. My question is: how can I calculate the % increase in y for a 100% increase in b (I need this for a specific example)? Is it simply 100*b? I have found varying answers to this when looking it up. One is that the exact formula is: (exp(b*ln(2))-1)*100, with ln(2) for a 100% increase, ln(1.10) for a 10% increase and so on. I'm however really unsure whether this is correct. I would appreciate any help!
Best
Noemi
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