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This question tests a variety of mathematical techniques and knowledge which is integral to A-level mathematics. Note that the highest power of a variable function in the mentioned equatio...
Let y = tan(x)
Recall the definition of tan(x) as sin(x)/cos(x)
Therefore y = sin(x)/cos(x)
Use the quotient rule, which states that for y = f(x)/g(x), dy/dx =...
The quick answer is that d/dx a^x = ln(a) * a^x. But why?
Well, let's go through the steps so we can understand why the formula works.
Firstly, a^x can be written as (e^(ln(...
We are tasked with differentiating y = sin(x2)ln(5x)This function is actually a product of the functions:sin(x2) and ln(5x)Therefore the product rule will be re...
Solving cubics is an interesting problem: while there is a formula which can find the roots of every cubic equation, it isn't taught and is not generally worth learning. Instead, exam questions will of...
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