Dear List,
Is there a way to solve
integrate(func.1,x, Inf) $value =0.05
by varying the lower limit of integration (x in the example above)?
So far I got:
r<- 0.730163
s<--2
func.1<- function(t)
{1/(2*pi*sqrt(1-r^2))*exp(-1/(2*(1-r^2))*(s^2-2*r*s*t+t^2))}
I can change the lower limit manually, like:
integrate(func.1, -2.5, Inf) $value
[1] 0.05053265
integrate(func.1, -2.4, Inf) $value
[1] 0.04942731
integrate(func.1, -2.45, Inf) $value
[1] 0.05000923
but this is very time-consuming. So I was wondering if there is a better,
preferably an automated way to solve the equation?
Thanks,
Tonja
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