$(1$ point$)$

Find the minimum and maximum $of$ the function $z=6x-4y$ subject $to$

$y,,1$

$y,,7$

$6x-3y,,3$

$6x+y,,49$

What are the comer points $of$ the leasible set? none

The minimum $is$

and maximum $is$

Type "None" $in$ the blank provided $if$ the quantity $d$

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$(1$ point$)$ Find the minimum and maximum $of$ the function

$z=6x-4y$