$1\mathrm{.}1$ Match the equation in column A with the correct principle in column B

$(5)$

$\backslash$table$[[$Column A: Formula$/$equation$,$Column B: Principle$],[1.\frac{0,079}{R{e}^{0,25}}$ or $\frac{16}{Re}=,$a$.$ Reynold's Number$],[2.y=xtan-\frac{g{x}^2}{2U^2}se{c}^2,$b$.$ Drawdown $($T$)],[3.\frac{Vxd}{v}=,$c$.$ Jet trajectory path$],[4.\frac{4*f*L*V_1^2}{d2g}=,$d$.$ Coefficient of friction$],[5.\frac{2A}{C_d*a*\sqrt[\phantom{2}]{2g}A}[\sqrt[\phantom{2}]{H_1}*\sqrt[\phantom{2}]{H_2}]=,$e$.$ Darcy's head loss$]]$

$[5$ Marks$]$