This question has two parts. First, answer Part A. Then, answer Part B.Part AFill in the blank question.Liz is shopping for a new video game system. The table shows the regular price of the game system at several stores.  Store Cost ($)A 289B 309C 309 For this week only, each store is advertising a different sale.Store A is selling all of their game systems for 15% off the original price.Members of the rewards program at Store B receive 30% off the original price of a game system, but Liz is not currently a member. A membership costs $29.99.Store C is offering $50 off of all game systems priced over $250. Where should Liz purchase her game for the best deal? Part BFill in the blank question.Sales tax is 7.25%. If Liz buys the game system from the store where it costs the least amount, how much will Liz spend altogether? Round to the nearest cent.

Part A:

First, we need to calculate the discounted price at each store.

Store A: The game system is 15% off. So, we calculate 15% of $289, which is$43.35. Subtracting this from the original price, the game system at Store A costs $289 -$43.35 = $245.65.

Store B: Liz is not a member of the rewards program, so she would have to pay the membership fee of $29.99 in addition to the discounted price of the game system. The game system is 30$309, which is $92.70. Subtracting this from the original price, the game system at Store B costs$309 - $92.70 =$216.30. Adding the membership fee, the total cost at Store B is $216.30 +$29.99 = $246.29.

Store C: The game system is $50 off, so the game system at Store C costs$309 - $50 =$259.

Comparing the prices at each store, Liz should purchase her game at Store B for the best deal.

Part B:

Sales tax is 7.25%. To find out how much Liz will spend altogether, we need to calculate the sales tax on the price of the game system at Store B and add it to the total cost.

Sales tax = 7.25% of $246.29 =$17.86.

So, Liz will spend $246.29 +$17.86 = $264.15 altogether. Rounded to the nearest cent, Liz will spend$264.15.