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Maths
A Level

Given that y = (1 + 3x^2)^(1/3) , use the chain rule to find dy/dx in terms of x.

Take u = 1+3x2 , this gives that y = u1/3 . By the chain rule we have that dy/dx = dy/du * du/dx. By differentiating y = u1/3 with respect to u giv...

Answered by Jasmine S. Maths tutor
3719 Views

Integrate f(x)=lnx

Integration by parts formula is given in all A level maths formula books however would be of use to memorise Formula: INT(uv')dx= uv- INT(u'v)dx Hint: write lnx as (1).lnxlet u=lnxhence u' = du/dx = 1/x l...

Answered by George N. Maths tutor
2867 Views

A curve has the equation y=3x^3 - 7x^2+52. Find the area under the curve between x=2 and the y-axis.

With a question like this. Firstly you have to read it, of course. But more importantly you have to understand what it is asking of you. So it is asking to find the area with boundaries at x=2 and the y a...

Answered by Calvin C. Maths tutor
2749 Views

How do you prove a mathematical statement via contradiction?

For a proof via contradiction, you would start by assuming the statement is actually false1 (even if the given statement seems inherent...

Answered by Jake S. Maths tutor
2831 Views

Calculate dy/dx of the following equation: y = 3x^3 - 6x^2 + 2x - 6

dy/dx = 9x^2 - 12x + 2

Answered by Ahanna N. Maths tutor
2372 Views

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