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Integrate (lnx)/x^2 dx between limits 1 and 5

Let I = integral[(lnx)/x^2 dx] for simplicity.Firstly, we realise we must use integration by parts. This is:Integral [u(x)v'(x) dx] = u(x)v(x) - Integral[u'(x)v(x) dx]So we can see that, by letting u(x)=l...

JL
Answered by Jimmy L. Maths tutor
3305 Views

Critically assess the mens rea requirements for the offence of Murder

It is a key principle of the criminal law that you have the intention, or mens rea, for the offence you are charged with; I would submit that for murder only an intention to kill should suffice. The mens ...

CM
Answered by Christopher M. Law tutor
8553 Views

Why, according to Hume, do we have to be skeptical when regarding the inference of general principles from evidence?

It seems evident to us that when we see a certain certain cause and effect occuring together that we can assume a causal connexion between them. We have seen multiple times that when a billard ball hits a...

JA
Answered by Jona A. Philosophy tutor
3176 Views

Determine the stationary points of y=(5x^2)/(lnx)

Differentiate y with respect to x using quotient rule:y'=[(1/x)(5x^2)-(10x)(lnx)]/(lnx)^2 =[5x-10xlnx]/(lnx)^2Stationary points occur when y'=0, so when y'=0 we have:5x-10xlnx = 0x(5-10lnx)=0So x=0 or 5...

JL
Answered by Jimmy L. Maths tutor
3466 Views

What is attachment and what are the three main attachment styles according to Bowlby and Ainsworth?

Attachment is a homeostatically driven bond between the infant and their primary caregiver, evolutionarily aimed to protect the infant from danger and increase chances of good care. Attachment is thought ...

SL
Answered by Sarah L. Psychology tutor
5400 Views

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