Given L [ t ] = π 2 s 3 / 2 {\displaystyle \displaystyle L[{\sqrt {t}}]={\frac {\pi }{2s^{3/2}}}} find L [ 1 t ] {\displaystyle L\left[{\frac {1}{\sqrt {t}}}\right]}
![{\displaystyle \displaystyle L[{\sqrt {t}}]={\frac {\pi }{2s^{3/2}}}}](https://wiki.ubc.ca/api/rest_v1/media/math/render/svg/186f59a5cfb283035d93546d4ed6eedba038f976)
find ![{\displaystyle L\left[{\frac {1}{\sqrt {t}}}\right]}](https://wiki.ubc.ca/api/rest_v1/media/math/render/svg/d7a789777d9d09614647d86051d57641c44063a9)
