Why So Many of Us Dread Statistics—Even When We Want to Understand Them
Last Tuesday, my daughter brought home a worksheet with a bar graph showing how many minutes she had read each night for a week. She pointed at Friday’s tall bar and asked, “Am I above average?”
I looked at the numbers, then at her, then back at the graph. I had no idea how to answer that. Not because the data was complicated—it was a simple set of five numbers. But because I suddenly felt that familiar fog that rolls in whenever I’m supposed to interpret a statistic. I didn’t know whether to compare her to the class average, the national average, or something else. I didn’t even feel confident I knew what “average” meant in this context.
“Let me think about that,” I said, stalling.
My daughter shrugged and went back to drawing. But the moment stayed with me. It reminded me of a survey I’d read recently, where U.S. adults were asked about their statistical literacy. The results weren’t surprising: most people rated their own ability to understand statistics pretty low. They said things like “I never got it” or “I avoid numbers whenever I can.” But here’s what stuck with me—the same adults said they would actually like to understand statistics better. They just felt like they couldn’t.
That fits. I do want to understand the numbers that come up in news articles and school reports. I just don’t know where to start. And I suspect I’m not alone.
A few weeks later, I was talking to my neighbor when she mentioned she scrolled past any article with a chart. “I just can’t read them,” she said. “It’s like my brain shuts down.” Then, quietly, she added, “But I wish I could. Everyone keeps talking about data, and I feel left out.”
That’s the part that gets me. It’s not that people are okay with being bad at statistics. They’re actually embarrassed about it. They’ve just built a whole identity around not being a “numbers person,” because that felt safer than trying and failing again.
I did the same thing for years. In school, I zoned out during math class, convinced I was one of the kids who just didn’t get it. Numbers felt like a language everyone else spoke fluently, and I was always asking for a translation. So I learned to avoid them. That worked fine until I had a kid and suddenly had to help her make sense of the world.
One afternoon, I sat with her while she did a math worksheet that involved finding the median of a set of hikers’ ages. I hadn’t heard the word “median” since maybe eighth grade. I stared at the list: 9, 12, 11, 10, 14. I knew how to find it once, but the steps were gone.
“I don’t remember this,” I said, before I could stop myself.
She looked at me with pure surprise. “You don’t?”
“No,” I said. “But we can figure it out.”
We ended up looking it up together. I read the definition out loud, and we rearranged the numbers from smallest to largest. Turns out, the median is just the middle one. It took us about four minutes, and we both understood it by the end.
That small moment taught me something important: the problem isn’t that adults can’t learn statistics. The problem is that we’ve convinced ourselves we have to already know them, or not bother at all.
Kids are watching that. They’re absorbing how we react when we don’t understand a number. If we roll our eyes and say “I’m not a math person,” they might start saying the same thing about themselves. But if we say, “I don’t know, let’s figure it out together,” they learn something different—that not knowing is normal, and that figuring out is possible.
My daughter’s teacher does something I’ve started copying. Whenever she introduces a graph, she asks the kids to just “notice something.” Not to solve anything. Not to find the answer. Just to say what they see. One kid might say, “The line goes up.” Another might say, “The blue bar is taller.” After they’ve shared observations, she asks, “What do you think that means?” That’s it. No formulas. No pressure.
I tried that with my daughter’s reading bar graph. Instead of jumping to “above average,” we just noticed that Friday was the tallest bar. Then we noticed that Monday was the shortest. Then I asked her what she thought that meant. She said, “I read more on Fridays because we have quieter afternoons.” That was a genuinely interesting conclusion. And she arrived at it because I didn’t force a statistic onto her.
At home, we’re trying to do this more often. When we’re at the grocery store and the label says “20% fewer calories,” I’ll say, “I always mix up what that means—does it mean twenty percent of something is removed, or that it’s twenty percent the size?” Usually we end up reading the label together and talking it through. When I get it wrong, I just say, “Oh, I had it backward.” That seems to be enough.
I’m also trying to pay attention to whether I’m modeling shame around numbers. Because I’ve noticed that I’ll say things like, “I’m not a data person,” almost as a reflex. But if I want my daughter to feel comfortable with statistics, I need to stop announcing that I’m not.
That’s not easy. There’s a real awkwardness in admitting middle-aged ignorance in front of your own child. But the other day, she asked me whether half of her classmates had brown eyes. I didn’t know the answer. But instead of saying “I have no idea,” I said, “That’s a good question. How could we figure it out?”
We talked about asking her teacher, or counting eye colors in her class photo. We didn’t actually do it. But she seemed to like the idea that there was a way to find out.
Here’s what I’ve come to believe: the research about adults and statistics isn’t really about math skills. It’s about permission. People want to understand numbers, but they don’t feel allowed to be beginners. They think everyone else already gets it. They think they’re the only one who doesn’t.
They’re not. And I think the best way to help our kids is to make our own fumbling visible. Not in a performative way, but just honestly. When I don’t know what a p-value is, I say so. When I don’t know how to read a misleading chart, I admit it. Then I try to figure it out, out loud, often with my daughter listening.
I still don’t love statistics. I still have to look up the difference between median and mean every single time. But the other night, when my daughter asked if she was a “good reader” based on the bar graph, I didn’t freeze. I said, “Let’s look at it together and see what we can learn.” We didn’t reach a neat conclusion. We didn’t figure out if she was above average. But we both got a little less lost. And that’s probably the best place to start.
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