PARA (C)

K=$100

H=0.01

D= 40 unidades

$Y=\ \sqrt{ }\frac{2\ K\ D}{H}$

$Y=\sqrt{ }\frac{\left(2\right)\left(100\right)\left(40\right)}{0.01}$

$Y=\ 894.427191$

$t_0^{\cdot}=\frac{Y^{\ \cdot}}{D}$

$t_0^{\cdot}=\frac{894.427191}{40}$

$t_0^{\cdot}=22.36067977$

PARA N

$n=\frac{D}{t_0^{\ \cdot}}$ (Tomamos el entero no mayor a $\frac{L}{t_0^{\ \cdot}}$

$n=\frac{40}{22.36067977}$

$n=1.788854382$