<p>Quote:
Originally Posted by andrewtdx
Furthermore, the idea that a lot of younger kids parents have now that, that having their kids do more than 4-5 math problems a night and constantly reducing the amount of homework as to not interfere with their playtime is really doing us no favors.</p>
<p>Quote:
Originally Posted by ucbalumnus
However, some parents and students also complain that homework can be voluminous, but with too many “busywork” problems apparently aimed at giving C students more practice on easier types of problems, but not enough other types of problems for the topic being covered, or problems challenging enough for B and A students to be interested and feel a sense of achievement in solving (remember the * and ** problems in you high school math books?).</p>
<p>I.e. instead of 10 or 20 similar easy problems, a better homework assignment could have 4 or 5 problems of different types for the topic being covered and/or different levels of difficulty. </p>
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<p>I think the problem is if we tailor to the lowest common-denominator, which a lot of schools are doing now, the better/brighter/more studious students get bored, fall behind, and lose interest totally. I was one of those kids until I begged and pleaded to get into Honors courses and AP courses. </p>
<p>BOOM! Suddenly, I went from a 3.0-3.3 student in middle and freshman year of high school to a 3.7-4.0 student the rest of the time. Why? Because I was actually challenged. And that was the problem, I got placed into regular courses and got bored, acted out, and got labelled as an underachiever. Once I finally cajoled my way into the more advanced courses, I came out of my shell. But there was even more ‘busywork’, and we had many many more problems that the ‘easier’ classes.</p>
<p>Of course, it’s been 10 years since I graduated high school, so my perspective doesn’t really matter, but I fear for the kids (and their parents) even in the advanced classes who complain about “busywork”. Having someone do 50 problems of the same type over and over again without any gradation in difficulty is make work, having the problems grow in intricacy as you went on is building a solid foundation.</p>