Anonymous wrote:Because it is the one subject where the ed policy trend folks have not been able to deny that pure ability coupled with hard study is actually at the core. Everything else they can dumb down and decelerate by redefining outcomes. They try with math (see SF) but seem to have failed.
Anonymous wrote:1) Math is rules-based and therefore can be crammed.
2) Sophisticated written expression often depends on reading at an advanced level. Including archaic and ponderous books that are no longer mainstream. This is very time consuming and modern culture works against finding the time for it.
3) Jobs that involve more math in the job (or just higher math level attainment) tend to pay better so there's a reinforcement loop there.
4) Math is still associated with men doing well/specializing in it. So it has a little bit of patriarchal halo.
5) Calculus has evolved into an agreed component of the selective college application arms race. I believe sheer AP count is an equivalent phenomenon.
Anonymous wrote:Does anyone know of any podcasts or opinion pieces on this topic? I find it both fascinating, and, as the parent of a bright kid who loves science but is much more talented in other subjects, frustrating.
I have this in the college section, as we hear again and again kids need to "max rigor" to be competitive for top colleges.
But max rigor in your humanities are freshmen level courses (AP English, APUSH) that any reasonably hard working stem kid could do if they were so motivated. Back in my day, hitting AP Calc AB was the top possible path for 99% of kids in math. But now, AP Calc BC is the new AB and, there are a ton of kids hitting that level in 11th or even 10th grade.
What's unique about math that makes this possible? And, how does it make sense that to max rigor in math and math alone, you need to be on an accelerated pathway from middle school.
I'm totally a STEM person who graduated high school in the early 90's, so I find this change both fascinating and baffling and wonder what people more plugged in than me have to say about it.
(My kid, on the other hand, is only now coming into her own in math and science. After a rough start, she is loving honors pre calc and AP Bio as a junior. But she will realistically "only" get into AB next year even though she will graduate with a dozen AP's and is planning to apply as a humanities major so she is a competitive candidate)
Anonymous wrote:Does anyone know of any podcasts or opinion pieces on this topic? I find it both fascinating, and, as the parent of a bright kid who loves science but is much more talented in other subjects, frustrating.
I have this in the college section, as we hear again and again kids need to "max rigor" to be competitive for top colleges.
But max rigor in your humanities are freshmen level courses (AP English, APUSH) that any reasonably hard working stem kid could do if they were so motivated. Back in my day, hitting AP Calc AB was the top possible path for 99% of kids in math. But now, AP Calc BC is the new AB and, there are a ton of kids hitting that level in 11th or even 10th grade.
What's unique about math that makes this possible? And, how does it make sense that to max rigor in math and math alone, you need to be on an accelerated pathway from middle school.
I'm totally a STEM person who graduated high school in the early 90's, so I find this change both fascinating and baffling and wonder what people more plugged in than me have to say about it.
(My kid, on the other hand, is only now coming into her own in math and science. After a rough start, she is loving honors pre calc and AP Bio as a junior. But she will realistically "only" get into AB next year even though she will graduate with a dozen AP's and is planning to apply as a humanities major so she is a competitive candidate)
Anonymous wrote:Math teachers are asking this too. Anyone who tried to take an AP English class as a freshman would be laughed at, but we are pushing AP math to that level. No one would try to skip Spanish 2 and go from 1 to 3, but everyone tries to skip prealgebra and jump to algebra 1 earlier.
I don’t know why we are only accelerating one subject.