Determine the following using the data given in the above table, air at standard atmospheric conditions

$($use a density of $1\mathrm{.}23$ kg$/$m$3)$ and a gravitational acceleration of $9\mathrm{.}8$ m$/$s$2.$

a$)$ The velocity at point $(2).$

b$)$ The stagnation pressure in kPa.

c$)$ The velocity at point $(4)$ in m$/$s$.$

d$)$ The ratio of the static pressure to the total pressure for points $(3)$ and $(4).$

e$)$ The ratio of the dynamic pressure to the total pressure for points $(3)$ and $(4).$

f$)$ The ratio of the elevation pressure to the total pressure for points $(3)$ and $(4).$

g$)$ Based on your results for parts $($d$),($e$),$ and $($f$),$ is there one pressure $($static$,$ dynamic, or elevation$)$

that is dominating and$/$or one that is negligible?

h$)$ Based on the information given, can you determine the static pressure and velocity at point $(6)?$

Answer yes or not, and then explain the basis for your answer. There is no need to do$/$show any

calculation.Point Static Pressure $[$kPa$]$ Velocity $[$m$/$s$]$ Elevation $[$m$]$

$1101\mathrm{.}36010$

$2$ To determine To determine $10$

$3101\mathrm{.}36011$

$499\mathrm{.}0$ To determine $13$

$5101\mathrm{.}3609$