Consider a cellular system that employs the N$-$cell cluster size with hexagonal geometry. Let

D $=$ minimum distance between centers of cells that use the same band of frequencies.

R $=$ Radius of a cell.

d $=$ Distance between centers of adjacent cells.

Show that the reuse distance D satisfies the two relations: D$=$sqrt$(3$N$)$R and D$=$sq Consider a cellular system that employs the $N-$cell cluster size with hexagonal geometry. Let

$D=$ minimum distance between centers of cells that use the same band of frequencies.

$R=$ Radius of a cell.

$d=$ Distance between centers of adjacent cells.

Show that the reuse distance $D$ satisfies the two relations: $D=\sqrt[\phantom{2}]{3N}R$ and $D=\sqrt[\phantom{2}]{N}d.$rt$($N$)$d