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As we cannot immediately differentiate inverse tan we take tan of both sides giving us tan(y)=3e2x. We then differentiate with respect to x, however this must be done using implicit differentia...
Break the solution down into small logical steps, outlining thought process in each one to make it clear to the examiner what it is you are try to do. Emphasise the importance of a clear and neat layout o...
If you are familiar with induction but unsure how to answer the types of questions that require it, a structure can be useful.Even when confident, it will help an examiner to see where to award you ...
The first step to answering this question is to pinpoint exactly what it means. We remind ourselves that when we are given a number in the form of a + bi, we are dealing with a complex number. A ...
Firstly, set f(x) = tan(x). We can then differentiate this 3 times in order to find f'(x), f''(x) and f'''(x). This will require use of the chain rule and the product rule. We can find:f'(x) = sec2Answered by Jack M. • Further Mathematics tutor51454 Views
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