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I might be stupid, but can someone explain how I can solve the module when it has Relish, Ginger Root, and Salmon? Do I just leave them out?

As calculated being Tuesday:Mayon (3,99); peanut (5,00); paper (9,46); Lollip.(2,61); 0,5Lb oranges (0,80Lb); 0,5Lb potatoes (0,68Lb)

ahhh, kk yeah the difference between english and german is sometimes a bit weird :D

@Dynamic The wednesday rule says that you must replace every occurance of the highest digit with the lowest digit and vice versa. So 5.00 would become 0.55. 9.46 would become 4.96.

@HeartLion99 You applied the sale to the total item price, but you should apply it to each item and then add them all up to get the total.

I just can't solve this module... Could you help me out?
On the module were written White Milk ($ 3.62), Candy Canes ($ 3.51), Water Bottles ($ 9.37), Water Bottles (again), 1.0lb oranges ($ 0.80) and 1.0lb chicken ($ 1.99).
- I've calculated the total item price ($ 28.66);
- I've applied the sale (Tuesday) : "Calculate the digital root of the item price without the decimal point." So I did (28-->2+8=10; 1+0=1). "Add that
many dollars to the item price. Only applies to fixed
price items." The items with fixed price are 4, so i did 28.66+(1, which is the digital root *)4 = 32.66.
- The price showed on the module was 44.52.
- 44.52-32.66 = 11.86.
- *submits 11.86*.
- *boom*

What do you mean with wednesday? if i have 9,46 and i should swap the digits, do you mean 4,96 or 6,49? cause with the first rule it would make no sense for prices like 5,00.

I will explain how the Day Of The Week works and the Sunday and Friday sales.

1. The day of the week is the one on your computer (ex, you have your computer's time set to Friday, then the day will be Friday.

2. Here are the sales:

Friday - FRUITS ONLY will be 25% more to their total.

Sunday - All items that does not have 'LB' in it AND it contains an "S" in the name will be 2.15$ more to the toal.

can someone explain how the Sunday and Friday sales works?

I'ved updated the wording in the manual to clarify the DOW rule.