For a random variable x , the central moments $$(\mu_i)$$ of all order exist. The square of $$(2j + 1)^{th}$$ moment $$(\mu^2_{2j+1})$$ is always:

A

More than $$\mu_{2j} \mu_{2j+2}$$

B

less than or equal to $$\mu_{2j} \mu_{2j+2}$$

C

More than or equal to $$\mu_{2j} \mu_{2j+2}$$

D

less than $$\mu_{2j} \mu_{2j+2}$$