$1.$ Calculate the incremental revenue per member, per year under both pricing scenarios by completing the following table:$2.$ In addition, Annie's uses $$1\mathrm{.}00$ per member per month to "buy" ice cream for $$5\mathrm{.}00$ per serving. On an annual basis, this means each member contributes $$12$ that "buys" $2\mathrm{.}4$ servings of ice cream per year.$$The company then donates the ice cream purchased by fan club members to community organizations such as Big Brothers$/$Big Sisters, public schools, and first responders. Annie's cost per pre$-$packaged, donated serving is $$1\mathrm{.}40.$ Calculate the incremental expense per member, per year by completing the following table:$3.$ Calculate the incremental profit per member, per year under both pricing scenarios by completing the following table:$4.$ If Annie's could attract $95$ fan club members at a price of $$12$ per month or $100$ members at a price of $$10$ per month, how much additional profit $($loss$)$ does the $$12$ price provide when compared to the $$10$ price?$5.$ If Annie's could attract $100$ members at a price $$10$ per month, what is the fewest number of members the company could enroll at $$12$ per month and still earn higher profits than the $$10$ scenario?