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When integrating, you need to add one to the power and divide the term by the power. We will consider each term individually, 2x4 will become (2x4+1)/(4+1) = (2x5)/5, -4x<...
As f '(x) is the differential of f(x) we have to first integrate f '(x). To do this we take each term individually and integrate it. So starting with 3x2, to integrate a simple function of x li...
There is a simple equation, similar to the normal binomial expansion, thats easy to remember once youve used it a few times.
(1+x)n=1+nx+{[n(n-1)]/2!}x2+{[n(n-1)(n-2)]/3!}xAnswered by Sarah M. • Maths tutor7752 Views
A quick analysis here is based on the fact that y=(x2). A big change is worked out between two points. The gradient between x=1 and x=2 is equal to 3. BUT we know the gradient is constantly cha...
This is about a topic called graph transformations. It can get quite complicated, but the lucky thing here is that each question can be broken down into steps.
So considering the first question wit...
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