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{latex} \large $$ m{{dV} \over {dt}} = \sum {F = F_g - F_b - F_d } $$ {latex} |
where,
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{latex} \large $$ F_g - F_b = V_p (\rho _p - \rho _w )g $$ $$ F_d = {{C_D A_p \rho _p V^2 } \over 2} $$ {latex} |