How to calculate the minimum and the maximum value of the function f(x) = 3 cos3x - 4 sin3x - 2 ?
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How to calculate the minimum and the maximum value of the function f(x) = 3 cos3x - 4 sin3x - 2 ?
Find the derivative of the function, and then set the derivative to zero, solving for x.
Or if you can do a sketch of the curve, you can already state the maximum and minimum values.
Do you know how to do that?
Well, not really.
I haven't learnt about derivatives yet, so I guess the curve will help more.
In this case, I can deal with it, I just didn't know this exercise required some other knowledge.
Thank you very much.
Derivative is just the same as differentiation, okay :)
Otherwise, to make drawing easier, you could change it like that
If you know how to use that.
Expand the right:
Then, put B = 3x
If you can understand what you're doing, I'm sure the graph will become easy. :)
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