A distillation column will be used to separate a mixture of components $A,B,$ and C$.$ The column will separate the components based on volatility into three output streams: $1.$ the top stream, $2.$ the middle stream, and $3.$ the bottom stream. The feed will enter the distillation column at a rate of $530mo\frac{l}{s}.$ The top stream only contains components A and $B.$ The middle and bottom streams contain a mixture of $A,B,$ and $C.$

Mole percents for the feed stream and the top stream are summarized in the following table:

$\backslash$table$[[,$A$,$B$,$C$],[$Feed Stream,$42\%,36\%,22\%$

Calculate the following component flowrates

$-$A in the bottom stream $($mols A$/$s$)=$

$-$B in the middle stream $($mols B$/$s$)=$

$-$C in the middle stream $($mols C$/$s$)=$