A store owner must decide whether to build a small or large shop at a new location. Building a small shop will cost the owner P150,000 while building a large plant will cost P250,000. Demand at the new location can be either high or low, which probabilities estimated to be 0.45 and 0.55, respectively. If the small shop is built and demand proves to be high, the owner may choose not to expand and earn P335,000 or to expand and earn P445,000. If a small shop is built and the demand turns out to below, there is no reason to expand and P320,000 will be earned. If a large shop is built and the demand proves to be low, the choices are to do nothing and earn P100,000 or to stimulate demand through an ad campaign and earn P500,000. Creating the ad campaign will cost P200,000. Finally, if a large shop is built and the demand turns out to be high, P700,000 will be earned.

1. If you build a small shop and the demand turned out to be high, what would be the best decision? To expand or not to expand? *

a. To expand

b. Not to expand

2. If you build a large shop and the demand turned out to below, what would be the best decision?

a. Do nothing

b. Create an ad campaign

3.What would be the expected value of the best decisionjQuery224045940424374040245_1623413613123