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Since this question concerns parametric's, one may move to eliminate t from the equation to calculate dy/dx directly. However, in this case it is much easier to use the chain rule and realise that dy/dx=d...
For differentiation it is known that d/dx(e^x) = e^x always.This example is slightly more complex as it includes a product of x as the power.In this case we can simplify the question by setting 5x= u ther...
When integrating terms that include a power, such as x2, there is a simple rule to remember. The rule is to add 1 to the power, and then divide the whole term by this number.For example, in the...
The first step to solving this question is inputting our dummy variables, and laying out the question so we know what we're doing. So we end up with:(4x2 + x - 64)/((x+2)(x-3)(x-4)) = MVAnswered by Matt V. • Maths tutor3378 Views
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