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Let u = ln(x) and dv/dx = x
Thus du/dx = 1/x and v = x2/2
Using the formula:
Integral of udv/dx = uv - Integral of v*du/dx<...
When differentiating a function that is the sum of three different parts we can differentiate each part separately:
a) 2x3 is easy to differentiate. We remember the rule d/dx[axbSPAnswered by Seth P. • Maths tutor5725 Views
To solve this equation we need to firast expand it.
x2=4(x-3)2
To do this we first expand the brackets. Remeber anything squared means times i...
- First start by examining the equation. Is it in a recognisable form e.g. the equation of a circle/elipse etc. - If not, is it in the form y = or x = (these are the most common ...
All quadratic equations have the form ax2 + bx + c.
If you take the equation: 2x2 + 4x + 2 In this example a=2, b=3 and c=2 In order to factorise wha...
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