Give the asymptotic running time of each of the following functions in notation. Justify your answer

$($write all details$).$

Func$1($n$)$

slarr$0$;

for ilarrn to $n^3$ do

for jlarr$26$ to ${|}_{{?}_{?}}\sqrt[\phantom{2}]{i}lo{g}_6(i{)}_{{?}_{?}}|$ do

slarrs$+i-j$;

end

end

return $(s)$;

Func$2($n$)$

slarr$0$;

for ilarr$38$ to $n^3$ do

$jlarr{i}^2$;

while $(j6)$ do

slarrs$+i-j+k$;

jlarr${|}_{{?}_{?}}\frac{j}{(8{)}_{{?}_{?}}}|$;

end

end

return $($s$)$;

Func$7($n$)$

slarr$0$;

ilarr${|}_{{?}_{?}}{n}_{{?}_{?}}^{2\mathrm{.}5}|$;

while $(i>16)$ do

jlarr$6$;

while $(j{i}^2)$ do

slarrs$+i-j+k$;

jlarrj$+i$

end

ilarr${|}_{{?}_{?}}\frac{i}{9}$;

end

return $($s$)$;