To LP$,$ or to not IP$?$

In this exercise you are optimizing the manufacturing costs over a manufacturing site. The site only manufactures two types of hammers, types A and B$.$ Considering the objective function and constraints listed below, what type of modeling optimization is this?

Minimize: $$0\mathrm{.}32A+$$$0\mathrm{.}74B$

Subject to:

$A0$

$B0$

$A+6B70$

$A=$ Number of individual hammers of type $A$

$B=$ Number of individual hammers of type $B$

To LP$,$ or to not IP$?$

In this exercise you are optimizing the manufacturing costs over a manufacturing site. The site only manufactures two types of hammers, types A and B$.$ Considering the objective function and constraints listed below, what type of modeling optimization is this?

Minimize: $$0\mathrm{.}32A+$$$0\mathrm{.}74B$

Subject to:

$A0$

$B0$

$A+6B70$

$A=$ Number of individual hammers of type $A$

$B=$ Number of individual hammers of type $B$

Answer the question

$50P$

Possible Answers

Select one answer

Integer Programing $($IP$),$ because the decision variables are continuous.

PRESS

Linear Programing $($LP$),$ because the decision variables are continuous.

Mixed Integer Programming $($MIP$),$ because the model includes both discrete and continuous decision variables.

Integer Programing $($IP$),$ because the decision variables are discrete.

PRESS $4$