The grocery store is full of useful mathematics! Today’s post is about calculating unit rates to find the best bargain (Real Life Math!).

What is a unit rate and why is it helpful?
A unit rate provides you the cost of an item per one unit (ounces, pounds, feet, etc.). It is extremely helpful when comparison shopping and trying to save a little money. In today’s post we will use unit rates to compare the cost of cereals and corn.

On a recent visit to the grocery store I was shopping for cereal.  I wanted to know if buying larger quantities of Raisin Bran Crunch would be cheaper. Lucky for me, Publix grocery store provides a unit rate along with the price of the item on the shelf. Take a look for yourself.

I don’t have to wonder if \$4.99 is a good deal for more cereal. I know it is the better deal because I can compare the unit prices. I would rather pay 20 cents per oz than 23 cents per oz. Even though the larger box appears to cost more (\$4.99 vs. \$4.19), in reality I am saving approximately 3 cents per oz.

Now, I don’t know about you, but I love shopping at Target. I am lucky if I can leave the store with a receipt under \$100.  My only complaint is they don’t provide unit costs! Check out the prices on Fruit Loops at Target.

Thank goodness I have a calculator on my phone because I need to calculate the unit price myself. By dividing the price by the number of ounces, I am able to calculate the unit cost for each box.

Based on the above calculation, the value size appears to be approximately 18 cents per oz.

Based on the above calculation, the box with a temporary price cut appears to be approximately 23 cents per oz.

It looks like the larger quantity is definitely the better buy.  If I buy the larger quantity, I will save 5 cents per oz.

Now you may begin thinking that larger quantities always cost less per oz. Typically this is true, but not always. Let’s take a look at canned corn.

In the canned corn example above, the 29 oz can is actually the most expensive per oz.  I will definitely be buying one and getting one free!

Does your grocery store provide the unit price, or do you have to do the math yourself? I’d love to hear about your experiences in the comments below.

Are you looking for other ideas about using math at the grocery store? Take a few seconds to read the post 10 Ideas for Using Math at Home. This post will provide you additional ideas of how math is used at the grocery store.

A monthly REAL WORLD math blog link-up hosted by
4mulaFun, Fourth Grade Studio, Teaching to Inspire in 5th, AND MissMathDork.

Math is Real Life – Grocery Shopping Edition
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### 16 thoughts on “Math is Real Life – Grocery Shopping Edition”

• December 12, 2016 at 2:47 am

Hey thanks to provide us awesome techniques to calculate over grocery shopping products.

• June 28, 2014 at 12:34 pm

Yep. Math is everywhere in real life.

• March 8, 2014 at 1:57 pm

Thanks for stopping by Jamie! I look forward to linking up again in the future.

• March 8, 2014 at 12:14 pm

Love this post! I love making connections to math in the real world! Thank you so much for linking up with us this month… I hope you will continue to do so!

Mathematically yours,
Jamie aka MissMathDork!

• March 7, 2014 at 7:23 pm

Thanks for sharing Kim! It is such an easy way to find good deals.

• March 7, 2014 at 7:21 pm

Thanks for stopping by Jennifer! A trip to a grocery store could provide hours of mathematics!

• March 7, 2014 at 5:47 pm

Great real life math! Can’t you see taking a group of students on a field trip to a local grocery store to let them discover this for themselves?

• March 5, 2014 at 11:27 pm

Great post! I am a bargain hunter and always looking for the best deals. This is definitely a skill I use on a regular basis in my life.

• February 28, 2014 at 2:45 pm

Thanks Julie for stopping by and glad I could give you the math infection! You are too funny 🙂

• February 28, 2014 at 1:27 pm

I have to say I adore your passion for Math!! I didn’t realize I could catch a “math infection” but with your post here today (this is my first visit and the practical use of math is excellent!) you may just have gotten me to sneeze mathematically! 🙂

• February 28, 2014 at 1:08 pm