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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...
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