I'm no math whiz myself, but I think you would have to buy 5??
I'll bump for someone who knows!
I have B1G1 Kraft Easy Mac Cup IP's.....and .75/3 Easy Mac Cup TP's...
OR, how about using the B1G1 along with .55/2 TP?
How many would I need to buy in order to use one of each? (Hmmmmm, this sounds like a story problem - can you tell I stink at Math)
Help!! Thanks and reps![]()
Haves/WishesH: Homemailers PLEASE pm me for trades!! If I owe you FB, please let me know!!!! Mama to Stosh (3), Addie (2) Maggie (6 Months)
I'm no math whiz myself, but I think you would have to buy 5??
I'll bump for someone who knows!
Haha!! Thanks =D
O.K. I found some other q's....what about .55/2 combined with the B1G1 IP? I'll edit my original post!
Haves/WishesH: Homemailers PLEASE pm me for trades!! If I owe you FB, please let me know!!!! Mama to Stosh (3), Addie (2) Maggie (6 Months)
Anyone else know? I'm heading out in a few =)
Haves/WishesH: Homemailers PLEASE pm me for trades!! If I owe you FB, please let me know!!!! Mama to Stosh (3), Addie (2) Maggie (6 Months)
kval is correct.. ;)
5 if you use the B1G1 and the .75/3
4 if you use the B1G1 and the .55/2
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kval is correct.. ;)
5 if you use the B1G1 and the .75/3
the minimum number of cups required to use both coupons (the b1g1 and the .75/3) would be 4.
the $.75/3, the coupon discounts three. the b1g1 coupon gives you a free one when you buy one, and with the .75/3 you're buying three.
you can attach a maximum of three b1g1 coupons to one .75/3 coupon. the b1g1s don't discount the three you buy, they give you a free one for each one you buy, so it's not double-dipping.
the .55/2 coupons would be the same theory, but just one less (3 cups, 2 b1g1s).
(pretty good at math)