More than any other question in the dozens of homeschooling Facebook groups and email lists I frequent, the great debates rage over **“Should I use this math curriculum or that one?”**

Saxon, Math-U-See, Life of Fred, Common Core, not Common Core, lots of drill, not a lot of drill, workbooks, stories, manipulatives… the questions fly, and parents heatedly share their opinions as if discussing their views on peace in the Middle East, not methods of multiplication.

**The fact is, the curriculum is not what matters most.**

Does it matter? Well, sure. Are there approaches that work better for some students than others? Almost certainly. Is it sometimes hard and confusing to switch methods midstream, even if the current one isn’t completely meeting your family’s needs? Sure.

**But the big hoax is that the math curriculum you choose will make or break your child’s chance for success in high school and beyond.**

The curriculum is only as valuable as the understanding you bring to it.

If you “get” math and you can explain things to your children if they’re struggling, a straightforward method might be fine. If you struggle yourself, a method that’s written at the student’s level, with little extra explanation required, might be preferable. If your child excels at math, maybe a deeper and more rigorous approach is best, or maybe you want to minimize the “calculation” approach and spend more time on theory.

**No matter what math curriculum you choose, your student will succeed if you – and I mean both of you – truly understand the “why” behind the material.**

Multiplication is awesome. Hundreds of thousands of children across the country can tell you that 5 times 7 is 35. Unfortunately, thousands of those children don’t understand that if they have 6 sets of 7 items and take one set of 7 away, they have the same answer – 35.

You’ve got to get it. You’ve got to know *why* you’re doing whatever operation or calculation you’re doing. There’s not really a program out there that can’t teach your son or daughter the formula for the area of a circle. But why does that matter? When might you do it? And WHY is it pi times the square of the radius? There are fascinating stories out there about the discovery of just that, and when it becomes memorable and useful – well, that’s when it becomes a real part of your child’s life, not something to memorize for a test and promptly forget.

It’s hard. If math is difficult for you as a parent, it’s even harder. Don’t be afraid to ask questions, to work through problems and watch video explanations yourself.

**Don’t be afraid to ask WHY.** That’s the curriculum that I most recommend to build lifelong math skills. Whatever else accompanies that? Well, that’s up to you.

**Just don’t let the curriculum get in the way of your learning!**

*Note: This post originally was written for the no-longer-active blog of online video learning company Uzinggo, a review partner of ours. When I was writing recently about real-world math, I wanted to reference some of these thoughts, realized they were no longer online and decided to revive them! I have one other similar post coming soon.*

“You’ve got to get it. You’ve got to know why you’re doing whatever operation or calculation you’re doing.”

EXACTLY!!!! 🙂

🙂 Thanks, Cindy!!

YES!!!! I recently heard a math teacher say that when kids ask why they need to learn something they tell them “because it builds brain cells”. Seriously???? Why not teach the kids how to use the knowledge?

What? That makes me tired! What good does that do anyone? GRRR!

I’m that teacher. Telling a kid they need to learn the pythagorean theorem so they can build a room with square corners does not work for 99% of the kids in my classes. And seriously, what do you tell a kid when that ask why they need to know that the square root of 2 is an irrational number? They all need to build brain cells, so what I tell them is even if you never use the math we learn, you will use the brain cells that you are building today.

I appreciate that view, but I feel like it kind of answers the wrong question. Why doesn’t it work for 99% of the class? Because – and this isn’t any one teacher’s fault – they’ve come to whatever point they get to your class at without any understanding of application of facts. That’s an endemic issue and, let’s be honest, not one any one teacher can completely address, though I appreciate any efforts in that direction.

But as homeschoolers, choosing curriculum for one child, OFTEN who is home-educated from the start, that situation just doesn’t need to happen. Children can be taught from the time they can count how things “work” in the real world.

And when the harder questions come, like why does it matter that the square root of two is irrational, those are a ton of fun! That matters because irrational numbers are amazing! They do things that rationals can’t, and without them, we’d have a pretty messed up planet! Does it matter what the square root of two “is?” Not as much. But it matters that a child can know that 1×1=1 and 2×2=4 and 3×3=9 and GRASP that the square roots of 2 and 3, 5 and 6 and 7 and 8, in between there, are somehow going to be different than the square roots of 1 and 4 and 9, because there aren’t whole numbers that square into them. That’s the kind of conceptual grasp that is so lacking in so many curricula. (And it’s not just math – that’s equally true for history and science and literature and many other programs.)

But does it play out that way in the classroom? Honestly, I can see why not. Here in Pennsylvania, our PSSAs are not built to measure understanding, just rote recitation. And our teachers are judged based on those scores.

That’s why I’m so happy that we have the freedom to homeschool!

I’m a former frustrated student who begged for the answer to “WHY?” for years, turned classroom teacher who struggled to inspire kids to ask, “Why?”, turned shrugging teacher and homeschool mom. The system only cares about speed and scores. Mandates dictate that everyone learn the same way at the same pace and you know it’s not going to change when kids beg you for a worksheet “to get it over with” instead of taking the time to work through the “why”. Luckily, now I can take the time with my own child.

That is exactly why I’m so glad we homeschool too – the freedom to be able to ask questions (and encourage them!)

I am the homeschool mom who says, “if my kids understand the how and why, they can use the calculator.” I do this because my kids already understand the concept of long division, but in all my 45 years, I’ve yet to use long division one single time in the real world. Before I taught them multiplication, I taught them grouping. NOBODY taught math this way to me back in the 70’s, and I absolutely hated math.

One of my boys learned to add and subtract while playing card games. “How many cards do I need to have the same number of cards you have?” They learned to build a fence in “third grade.” They had to measure, figure what materials they would need, then have to estimate the cost AT LOWES… not in the classroom. We learned about liquid measurement in the grocery store.

My idea of the perfect homeschooling day is building the square room (out of cardboard, perhaps), using the pythagorean theorem… I wish school did it this way. American kids would come out with a much better understanding of math concepts, and would never need to ask why.

…and most of my ideas came from my dad who was an elementary school principal in the state of California until about six years ago. He went to a conference once where he learned that Asian kids do not start doing math until much later than American kids, and they have an edge because they are more mature and have real life experiences to relate, but also they are NOT force fed so much information by 7th grade that they’re frustrated.

That is exactly my kind of learning!! How cool… I’m so glad your family is able to learn that way!