Given the following function for a LP model:

Maximize Profit $($$$)$:Z $=7$X $+10$Y$.$

Assume that the optimal solution is X$=5,$ Y$=2,$ which makes Z $=$ $$55.$

$1$f the objective coefficient for X is changed to $6.$ Assume that this does not affect the

solution, what is the impact on the objective value?

It will decrease by $$3$

it will increase by $$3$

it will increase by $$30$

OIt will increase by $$5$

It will decrease by $$5$

More information is required to answer this question

Oit will decrease by $$30$

$($ The solution remains the same, so there will be no change.

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