I raised taxes for each group by around 30 cents / $
Invested heavily in Education, Defence, Health and Infrastructure...
How the heck am i in $29.6 billion dollars of debt :(
Fuck you Joe.
t^3 + x*t is not always zero.
There are infinitely many roots of which, i need to find the first "4"
Your solution is EXACTLY what i have yes.
But that's not really what I'm after, I still don't know if its legal to do what we've done.
Then again, this seems like the only way to do this...
Ok i will provide some background.
I'm doing a Quantum mechanics question, I need to solve the schroedinger equation for the potential,
I need to assume that the wavefunction can be solved by an Airy function.
To find the quantised heights i need to find the first 4 roots of the Airy...
http://www.usyd.edu.au/stuserv/documents/maths_learning_centre/definiteintegral.pdf
Page 9.
It is possible to differentiate a definite integral, however the infinity is worrying me.
I don't want A(0)
I would like A(x) = 0
i.e. my function looks like this
A(x )= [Integral from 0 to infinity] cos(t^3 + x*t)) dt
I want
A(x) = 0
Thus i have
0 = [Integral from 0 to infinity] cos(t^3 + x*t)) dt
Can't i simply say "Differentiate both sides with respect to 't' "
and...
I was hoping for some help.
I just need to know if what I've done is mathematically legal.
I have "A" which is function of x given by :
A(x) = [Integral from 0 to infinity] cos(t^3 + x*t)) dt
t is an unknown.
Lets say i wish to find the value of x, at which A(x) = 0
Can i simply do this...
GO THE MIGHTY ROCKETS.
They've taken the lakers to the brink of elimination.
Amazing team to watch.
I'll go out on a limb and say that they can take out the lakers.