I am trying to write a radius of a disk that is always greater than or equal to $\log 2^{2n}$ for $n \geq 1.$ but has no dependence on n.
Can anyone help me in this idea please?
I am trying to write a radius of a disk that is always greater than or equal to $\log 2^{2n}$ for $n \geq 1.$ but has no dependence on n.
Can anyone help me in this idea please?