simonStipulates
New member
- Joined
- May 2, 2020
- Messages
- 1
Hi everyone.
I have this multiple choice maths problem that essentially asks for the value x where U is maximised in the formula U(x) = 80(logx)^2 - 12(logx)^3. I have posted the full problem to this thread in case I missed anything.
As far as I can tell, the formula has no definitive maximum, though the answer states U as reaching a maximum at 85.
I'm probably misinterpreting the question somehow, but I can't see where. So if anybody could help out, that would be great!
Thanks!
I have this multiple choice maths problem that essentially asks for the value x where U is maximised in the formula U(x) = 80(logx)^2 - 12(logx)^3. I have posted the full problem to this thread in case I missed anything.
As far as I can tell, the formula has no definitive maximum, though the answer states U as reaching a maximum at 85.
I'm probably misinterpreting the question somehow, but I can't see where. So if anybody could help out, that would be great!
Thanks!