Who can solve this??
[math]f(x)=-1-\int_{0}^{x}\left ( 2*x-t \right )*f(t)*dt[/math]
>>7718046
blah blah take derivative second fundamental theorem of calculus blah
Fucking suckers, you got no idea. My son could solve that with his dick.
I'm not a robot.
>>7718063
how many integrals were you solving with your son's dick?
>>7718046
I assume that * denotes convolution?
I would assume * are products.
[math]f(x)=-1-\int_{0}^{x}\left ( 2x-t \right )f(t)dt[/math]
this is Indefinite integral
fucking waste time
Set x = 0 to get f(0) = -1.
Now differentiate:
f'(x) = x f(x) - 2 \int_0^x f(t) dt
Set x = 0 to get f'(0) = 0 and differentiate again:
f''(x) = x f'(x) - f(x)
A very simple ODE that can be solved with the usual methods.
Its not an indefinite integral... why did you say that?
>>7718142
>f'(x) = x f(x) - 2 \int_0^x f(t) dt
the fuck ?
i once saw jacob barnett give it a crack. he spent 3 weeks locked up in his office, bossing around undergrads and having them remove his waste in a bucket. the problem remains unsolved.
>>7718153
my grandpa say that
>>7718142
what the fuck is this ?
you need to write the step 1 by 1 m8
>>7718102
The fuck?
I tought I'd get any sign of inteligence in this thread...