More comments on the article:
Don Highlandersays:
April 29, 2024 at 10:22 am
I could not disagree with this conclusion more. I have been teaching high school math for over thirty years and have not used a textbook or provided materials in over a decade. That does not mean, as the author implied, that I am going rogue. I follow the district created curriculum but I do it with my own lessons and problem sets I create. I have been doing this long enough to know what trouble areas I will need to preaddress and those my students are likely to have already mastered.
In the current digital age where most of us are using some sort of learning management system I feel no need to use a middleman for my content. I can create lessons targeted to the needs of my students in a voice that they can understand. By creating my own problem sets I make it slightly harder to cheat. It also allows me the ability to create problem sets large enough for my students to have multiple attempts without seeing the same problems over and over.
This article feels like it was written by either a textbook publisher/writer or an expert who makes their living teaching others how teach. Neither of these really want to encourage teachers to act independently because it hurts their bottom line. Please remember that classroom teachers are professionals that often have decades of experience they have used to hone their skills. Textbooks and supplemental materials definitely have a place in the classroom but that does not mean we need to demonize those who have chosen to move on from them.
Sandi Kay Dobsonsays:
April 29, 2024 at 11:19 am
As a veteran of 33 years teaching math students from middle school to college, I too disagree with this article. The are many reasons why teachers will seek out materials to bolster or replace what is provided.
First, the curriculum presented by textbooks or written by state curriculum specialists does not follow the logical progression of mathematics. Instead it is a hodge-podge of concepts that will be tested. Concepts that are not tested are seldom included in the curriculum even if they are required for the tested concept.
I have also found that state curricum time frames allow few, if any, opportunities or textbook resources for revisiting basic skills. All students, including advanced students, need to have mastery of certain skills before a new topic is introduced.
Last, state math curricula does not allow for in depth teaching of even the most difficult concepts. The curriculum is compressed so that concepts are covered by state testing in early Spring.
One common example in an Algebra curriculum would be the concept of factoring. A review of the vocabulary and the process of factoring numbers is needed prior to the teaching of factoring polynomials. The length of the review would depend upon the level and skill of the students in the class. Then prior to factoring higher degree polynomials a review or lesson in long division is a prerequisite. Yet there is no time built in and scant material to allow for this necessity.
A survey focusing on teachers of a small, but admittedly growing, population gives a skewed perspective and often inaccurate answers to the posed question. A better study would ask veteran math teachers why they spend or spent so much time rewriting the curriculum and curating materials for their subjects.