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Using the following equations, work out how much O_(2) in m(g)/(m)L A. Converting drops to m(g)/(L) : B. Converting O_(2)% Saturation to O_(2)(m(g)/(L))
Using the following equations, work out how much
O_(2)
in
m(g)/(m)L
\ A. Converting "drops" to
m(g)/(L)
:\ B. Converting
O_(2)%
Saturation to
O_(2)(m(g)/(L))
\
DO((mg)/(L))=(A_(drops ))/(2)
\
DO(((mg)/(L))/(O_(2)%))=(DO% bubbled water ((mg)/(L)))/(100%)
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