Bigger packages don't necessarily mean cheaper price tags. Since we were kids we've been taught that bigger packages are a better value. The popularity of wholesale clubs such as Sams Club and Costco has helped to further this concept. While warehouse clubs do offer some good deals, not everything in the store is cheaper than its discount store equivalent. Even stores such as Target and Walmart have started reserving shelf space for bulk items where you will see double packs of cereal, juices and paper products. However, just because things are packaged in bigger containers doesn't necessarily mean it is cheaper.
To compare prices of products in different sizes, calculate the per unit or per use cost of each size. Marketing gurus are a smart bunch. You will rarely find a product in two sizes where the larger size represents exactly twice as much as its smaller counterpart. If this were the case, consumers could simply double the price of the smaller item and decide if the larger price tag was really a better buy. Product sizing is typically tiered in thirds, making math more difficult on the fly. However, armed with a calculator (or even a cell phone, which usually offers a calculator utility), a frugal shopper can convert prices to unit costs and make an educated buying decision.
Here's a look at my fabric softener choices:
$10.99 for 120 loads - $.0916 per load
$6.84 for 90 loads - $0.076 per load
The 1.5 cent difference doesn't sound like much, but if the larger container was offered in a 90-load size at the same unit price it would cost about $8.24 - a $1.40 premium over the smaller package. Maybe I can take that difference and pay my daughter to fold all the clothes!
Published by Tyler Foster
I am a 30 year old husband and father of two working in software development for money, but writing for fulfillment. View profile
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2 Comments
Post a CommentI remember that seniors were protesting that they couldn't use the larger sizes and shouldn't be financially penalized because of it. (Makes sense.) Now, I always look at the unit price because sometimes the smaller package is the better bargain. Nice job pointing this out to everyone!
I notice discrepancies of this sort at the grocery store a lot. There are sales where 2 small packages whose weight = the large cost less or where the large package is on sale for the exact same price as the small. It always pays to calculate the unit price.