If x>0x>0x>0 and 22x2=1+22\sqrt2x^2=1+\sqrt222x2=1+2 then x=x=x= Acos(π12)\cos\left(\frac\pi{12}\right)cos(12π)Bcos(π10)\cos\left(\frac\pi{10}\right)cos(10π)Ccos(π8)\cos\left(\frac\pi8\right)cos(8π)Dcos(π6)\cos\left(\frac\pi6\right)cos(6π)Ecos(π5)\cos\left(\frac\pi5\right)cos(5π)