Calculation of RA and DEC I'm currently stuck on a problem. 
I have the RA and DEC for JD2000:

RA = 17 57 48.49980

DEC = + 04 41 36.1114

I want to calculate the RA and DEC for 01.01.2017, how can I do it? 
The solution might be easy but I'm totally stuck right now.

Thanks in advance.
Simon Littlefair of Sheffield University gives formulae for adjusting for precession

$$
Δα = M + N \sinα \tanδ
$$
$$
Δδ = N \cosα
$$

where M and N are given by

$$M = 1°.2812323 T + 0°.0003879 T^2 + 0°.0000101 T^3$$
$$N = 0°.5567530 T - 0°.0001185 T^2 + 0°.0000116 T^3$$

and $T$ is defined as

$$
T = (t-2000.0)/100
$$

where t is the observation date, in years. $Δα$ is the change in RA that you would need to add, in degrees.

(formulae quoted directly from the website)

So you would have T = 0.17, M= 0.21782075093,N=0.09464464234

The actual changes in RA and Dec can be calculated from the trig formulae above.

Alternately caltech provide an online calculator