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Here we must use the product rule to differeniate because x appears in both terms of the equation, therefore both parts must be differentiated. So we will set u= x2 and v= (5x-1)^(1/2) written ...
To find the derivative of two functions multiplied by each other we would use the product rule.
The product rule: (fg)'(x) = f '(x).g(x) + f(x).g'(x)
First we need to split our function into...
To differentiate this function we use the product rule. In the product rule we, leave the first alone, differentiate the second, and leave the second alone, differentiate the first. ...
arcsin(x) + c
y' = dy/dx = (2x)/(y+1) Separate x's and y's in this case.
y + 1 dy = 2x dx Now integrate both sides.
(y2)/2 + y = (2x2)/ 2 + C Don't forget the constant.
(yDMAnswered by Daniel M. • Maths tutor4535 Views
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