Re: Using 2 coupons for BOGO? NOT! I think I figured out why it wouldn't accept the last two. I think it attaches to the PRICE of the items, not the NUMBER of items. As long as your total equals the price of one, it will keep deducting a coupon. When you got to the 9th coupon, the total was only 1.95. The price is $1.99 so it doesn't think you bought enough items to cover another coupon. (4 cents short)
Here's an example of what I mean:
Buy 2 for 1.99= 1.99-(1q)=.99/2 final price 1 coupon used
Buy 4 for 3.98= 3.98-(1q)=2.98-(1q)=1.98/4 final price 2 coupons used
Buy 6 for 5.97= 5.97-(1q)=4.97-(1q)=3.97-(1q)=2.97-(1q)=1.97/6 final price 4 coupons used
Buy 8 for 7.96= 7.96-(1q)=6.96-(1q)=5.96-(1q)=4.96-(1q)= 3.96-(1q)=2.96-(1q)=1.96/8 final price 6 coupons used
Buy 10 for 9.95=9.95-(1q)=8.95-(1q)=7.95-(1q)=6.95-(1q)=5.95-(1q)=4.95-(1q)=3.95-(1q)=2.95-(1q)=1.95/10 final price 8 coupons used
Buy 12 for 11.94=11.94-(1q)=10.94-(1q)=9.94-(1q)=8.94-(1q)=7.94-(1q)=6.94-(1q)=5.94-(1q)=4.94-(1q)=3.94-(1q)=2.94-(1q)=1.94/12 final price 10 coupons used
I stopped at 10 since that's the number of coupons you reported having. According to the pattern, you should have bought 2 more items than you have coupons for to get the best deal. I believe you could have bought 12 Ronzoni and used all 10 coupons with no problem.
__________________ It's 35 cents off of ground round, Baby, cut that coupon out! That's what I love about Sunday ~Craig Morgan~ |