If x > 3000, then the value of (3x)/(2 x^1.21 - 1111^1.3) is closest to?  Select.
A) 1/6 B) 1/3 C) 10/21 D) 4/10 E) 3/2
assume x = 3002   (3x)/(2 x^1.21 - 1111^1.3) = 9006 / (2 * (3002)^1.21 - 1111^1.3)   =9006 / 23154   = = 4 /10   4/10
<result>D</result>
If x > 3000, then the value of (3x)/(2 x^1.21 - 1111^1.3) is closest to?