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De Moivre's theorem: (cos5x + isin5x) = (cosx + isinx)5 To get cos5x we will need to expand (cosx + isinx)5 and then take the real parts. Binomial expansion: (cosx + isinx)5CSAnswered by Chris S. • Further Mathematics tutor31029 Views
The intergral for cosx is sinx, but '2x' must be considered.
When differentiating a sinx/cosx function, the '2x' would be differentiated separately
and placed in the front (multipling). So w...
Area of a rectangle is width times height (3x+1)(2x+5)= 6x2+15x+2x+5 6x2+17x+5 Set formula of area equal to known area value. 6x2+17x+5= 8 6x2+17x-3 ...
A strong introductory paragraph is crucial but it does not need to be too long, save your words for the middle section. As well as this, a strong concluding paragraph that links all your points together i...
Firstly it is important to cover the who, what, when and where of the source to gain a better understanding. Next, the content of the source should be picked apart to find the true point of it. This shoul...
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