The maximum distance upto which TV transmission from a TV tower of height $h$ can be received is proportional to: |
$h^{1⁄2}$ $h$ $h^{3⁄2}$ $h^2$ |
$h^{1⁄2}$ |
The maximum distance the signals travel is $ d = \sqrt{2hR}$ $\Rightarrow d \propto \sqrt{h}$ Thus the maximum distance up to which TV transmission from a TV tower of height h can be received is proportional to the square root of h. |