top of page
Search

My Lessons Were Clean, But the Things I Said Out Loud Were Hollow

  • Writer: Phonisha Hawkins
    Phonisha Hawkins
  • Jul 29
  • 2 min read

Updated: Jul 30

In my early years of being a practitioner of "ignorance is bliss" in math education, the only question I asked my students was “Everybody understand?". Like clockwork, I got a few nods and we moved on. No hands. No questions. No pressure. “Copy me teach” was the expectation and I was the only one doing the thinking.


If you asked me how to divide fractions, I’d respond with Keep, Change, Flip. And if the kids asked me why? I’d deflect and say just copy the steps I wrote down. I didn't have the luxury of time for in-depth explanations of why. I had to adhere to a pacing calendar and demonstrate results. To help students remember, I even coined a catchy nickname like Kentucky Fried Chicken (Keep it, Flip it, Change it), which achieved my goal: scores that kept my name off the list. Notice it was what I needed. 


In 8th grade, it wasn’t much different. When I taught scientific notation, my explanation was: If the exponent is positive, move to the right. If it’s negative, move to the left. Don’t ask questions. Just do what I said. That wasn’t just for them. That was for me too.


Insanity right? It worked until it didn't and it didn't take long before I got tired of sidestepping and decided to stop doing what was easy for me.


While I was working through my own relationship with math, trying to see it with fresh eyes and a little more grace, I realized I couldn’t keep showing up the same way. The classroom culture had to shift too. I had to build a space where it was safe to be vulnerable, safe to try, and safe to ask why. Doing that while rebuilding my own understanding was messy and emotional, and exactly what needed to happen. As my self efficacy grew, so did my willingness to take risks in front of my students. Eventually and slowly, they started doing the same. It wasn’t perfect, but it was real, and that’s where the learning started to change.


Is Keep, Change, Flip a strategy? Sure. Does moving the decimals to the left work? Okay. But understanding why and creating space for students to ask why is where the real teaching lives.


And what we say out loud or even silently? It matters. Efficacy is when our words, the math, and our intention finally align.


In a recent session that I co-presented at CAMT, we invited our participants to reflect on the things we say out loud and even silently. Some statements and questions revealed doubt, discomfort, and survival-mode habits that we never really questioned. That

reflection matters because if we are not checking our apprehension to the math we teach, we are definitely passing those same practices to the young people that we educate. 


Next up, a whole series of how teacher efficacy dies in the shadows of performative leadership.


Please leave a comment below. You don't have to sign in at all. It will be anonymous or if you feel like it, type your name before your comment. Your feedback helps me with the content that is forward-moving to our community. Thank you!


#MathEdEfficacy Curriculum is the tool. Efficacy activates it.


 
 
 

10 comentarios

Obtuvo 0 de 5 estrellas.
Aún no hay calificaciones

Agrega una calificación
Guest
01 ago
Obtuvo 5 de 5 estrellas.

I’m curious to know how to conceptualize math. Where do I start? How do I rewire my brain to think differently ? Any tips? Any videos? This part is a real struggle for me. But I am willing to learn and grow from here. Please advise.

Me gusta
Phonisha Hawkins
Phonisha Hawkins
02 ago
Contestando a

Conceptualizing math means to understand and apply the why behind the math. To see the relationships. It allows us and students to reason through the math and move beyond surface level comprehension. Start with why the math works and how we represent it. I loved drawing pictures to illustrate math and that's where I started. Howie Hua and MashUp Math on YouTube also helped because I'm a visual learner. I began to show my kids how their lives related to the math we learned. I involved my parents. It's a process so take your time but find what works and grows your development. Do I have it all figured out? Nope. But I keep pushing myself to learn and grow.…

Me gusta

@msmathminded
30 jul
Obtuvo 5 de 5 estrellas.

Spot on! This summer, I’ve been taking courses focused on teaching math conceptually at both the elementary and secondary levels and it’s been a real eye-opener.

I’ve come to realize that when we teach students shortcuts without explaining the why, we often create more confusion than clarity. By giving students the opportunity to understand the reasoning behind mathematical concepts, we help them fill in the foundational gaps that many bring with them into middle and high school. Thank you for taking the time to share your reflections and giving us a place to discuss this topic

together! 💜

Me gusta
Phonisha Hawkins
Phonisha Hawkins
31 jul
Contestando a

Thank you for engaging! To connect to your POV, I can also add that we become comfortable with short cuts and procedural learning for several reasons that connect to efficacy. (1) We don't understand the model, so shortcut. (2) Doing what's easy, so shortcut. (3) Won't try to conceptualize, so shortcut. Don't get me wrong though - show the shortcut if we must, be please don't leave out the why behind the math. If the shortcut is only because we feel uncomfortable, go watch a partner teacher or watch Howie Hua or MashUp Math 😍. I was not always comfortable modeling fraction division. I had to get out of my own way!

Me gusta

That GIRL
30 jul
Obtuvo 5 de 5 estrellas.

I’m sitting with “had to build a space where it was safe to be vulnerable, safe to try, and safe to ask why. Doing that while rebuilding my own understanding was messy and emotional, and exactly what needed to happen.” Safety is underrated! I am so glad you brought this to light. Coupled with know we have to spend time rebuilding our own relationships with math to do our best with kids… whew!

Me gusta
Phonisha Hawkins
Phonisha Hawkins
30 jul
Contestando a

It took one weekend for me to pivot but my kids surprised me. They were a little shocked that I admitted I had been messing up. They weren't used to a teacher admitting they were wrong. I had to have real conversations about how I had failed them. How I had to do better. The transparency and admission left them speechless right? I shared the new format and they were cool with it. It wasn't perfect but WE were willing. That was all I needed. Me + them = 2nd chance to get it right💜

Editado
Me gusta

GUEST
30 jul
Obtuvo 5 de 5 estrellas.

Whew. This resonated deep. I love me some Keep, Change, Flip!! The raps, the KFC analogy. IYKYK. I saw so much of my own journey in your words… from the “copy me, teach” days to the hard but necessary shift toward a classroom that welcomes thinking and vulnerability. The line about our words, math, and intention aligning? That hit home! Thank you for naming what so many of us have lived. You’re speaking truth. Keep going! Don’t let up.

Me gusta
Phonisha Hawkins
Phonisha Hawkins
30 jul
Contestando a

This fuels me. We are not perfect. If we are transparent, we screwed up more than we got it right. Ts need to know that, new teachers especially. It takes years to even begin to get this right. I'm entering year 16 am I'm still striving! Modeling is important. If you show the tricks...cool BUT explain why! Pour into yourself! I appreciate you!

Me gusta

Invitado
30 jul
Obtuvo 5 de 5 estrellas.

"Working through my own relationship with math". I never thought of it that way. And in turn, we share our math relationship with students. A relationship of rules not a relationship of understanding, depth, and application. Solid post!!!

Me gusta
Phonisha Hawkins
Phonisha Hawkins
30 jul
Contestando a

Great example is integer rules. I "taught" the rules and wondered why my kids couldn't remember them. I remember when I used their lunch accounts instead. I probably asked something like your account is negative $7 so how much does the adult in your home need to pay so that you have $15? That got them thinking! They definitely understand money and it relates to what they do everyday in the cafeteria. We just have to do better. Thank you!

Me gusta
bottom of page