Would the optimal production plan $($i$.$e$.,$ the mix of products, not the objective function value$)$ of $(1$a$)$

change if the unit profit of product C increased from $$130$ to $$138?$ Yes No

How can you predict this based on information available in the $($original$)$ Sensitivity Report?

$3)$ Would the optimal production plan $($i$.$e$.,$ the mix of products, not the objective function value$)$ of $(1$a$)$

change if the unit profit of product E fell from $$100$ to $$94?$ Yes No

How can you predict this based on information available in the $($original$)$ Sensitivity Report?

$4)$ By how many dollars would the optimal profit of $(1$b$)$ change if JetPack had $1,600$ hours of wiring time

available this month rather than $1,500$ hours?

How can you predict this based on information available in the $($original$)$ Sensitivity Report?

$5)$ By how many dollars would the optimal profit of $(1$b$)$ change if JetPack had only $1,150$ hours of

inspection time available this month rather than $1,200$ hours?

How can you predict this based on information available in the $($original$)$ Sensitivity Report?Would the optimal production plan $($i$.$e$.,$ the mix of products, not the objective function value$)$ of $(1$a$)$

change if the unit profit of product C increased from $$130$ to $$138?$ Yes No

How can you predict this based on information available in the $($original$)$ Sensitivity Report?

$3)$ Would the optimal production plan $($i$.$e$.,$ the mix of products, not the objective function value$)$ of $(1$a$)$

change if the unit profit of product E fell from $$100$ to $$94?$ Yes No

How can you predict this based on information available in the $($original$)$ Sensitivity Report?

$4)$ By how many dollars would the optimal profit of $(1$b$)$ change if JetPack had $1,600$ hours of wiring time

available this month rather than $1,500$ hours?

How can you predict this based on information available in the $($original$)$ Sensitivity Report?

$5)$ By how many dollars would the optimal profit of $(1$b$)$ change if JetPack had only $1,150$ hours of

inspection time available this month rather than $1,200$ hours?

How can you predict this based on information available in the $($original$)$ Sensitivity Report?Would the optimal production plan $($i$.$e$.,$ the mix of products, not the objective function value$)$ of $(1$a$)$

change if the unit profit of product C increased from $$130$ to $$138?$ Yes No

How can you predict this based on information available in the $($original$)$ Sensitivity Report?