Explanation
$$ E=\dfrac{hc}{\lambda } $$
$$ \lambda =\dfrac{hc}{E}=\dfrac{6.626\times {{10}^{-34}}\times 3\times {{10}^{8}}}{14.4\times 1.6\times {{10}^{-19}}}=0.86\times {{10}^{-09}} $$
Cosmic Rays $${{10}^{-14}}m\,\,\,to\,\,{{10}^{-12}}m$$
$$\gamma$$ Rays $${{10}^{-12}}m\,\,\,to\,\,{{10}^{-10}}m$$
$$x$$ Rays $${{10}^{-10}}m\,\,\,to\,\,{{10}^{-09}}m$$
Ultraviolet Rays $${{10}^{-7}}m\,\,\,to\,\,\,4\times {{10}^{-7}}m$$
Hence, it lies in $$x$$ Rays region.
$$\gamma $$ Rays $${{10}^{-12}}m\,\,\,to\,\,{{10}^{-10}}m$$
Ultraviolet Rays $${{10}^{-07}}m\,\,\,to\,\,\,4\times {{10}^{-07}}m$$
Hence, Cosmic Rays have smallest wavelength.
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