LisaRose,
Thank you for asking me to provide some examples. I am doing this from memory. Keep in mind, much of this is multiple choice in 3rd grade. Let’s break this into stuff that is absolutely wrong, stuff that is marginal, and stuff that makes no sense.
To provide some background, my oldest is a naturally gifted child. Testing at an 8+ grade level in math in the beginning of 5th grade. Etc. We really never had to help her in school. My middle child has her own unique gifts but reading is not one of them. She started this year with some problems. Mom and the teacher were not getting it fixed. I stepped in personally and started reviewing all of her classwork and tests.
Absolutely wrong: On a couple of tests per quarter, there are at least one or two vocabulary words that are flat-out wrong. As in the “correct” answer is verifiably wrong with a dictionary. Sometimes, the “incorrect” answers are actually closer to the proper definition. It is so frequent that I stopped bringing it to the teacher’s attention. Nothing she can do about it. Test are graded and recorded by the computer. These are publisher supplied tests based on the core curriculum. It is just plain sloppy.
Marginal: (1) Using words on tests that are above that grade level and have not been introduced to the student. (2) Testing concepts that have not been introduced to the student. [This was more of a problem in the first quarter, given that they have introduced most of the concepts by now.] (3) Many cases where the “correct” answer in a reading comprehension multiple choice test was debatable. (4) On reading comprehension homework, my daughter got a reading passage with the question “What is the main idea?” My wife and I both read the passage and debated the question for 15-30 mins. Our conclusion was that there wasn’t one. I have a graduate degree and my wife is wicked smart. Both of us read a great deal. If that is our conclusion, what do you expect a 3rd grader to do?
Stuff that makes no sense: (1) They are introducing algebra concepts (i.e. the distributive property) to kids in 3rd grade. Why? Because the kids have not mastered their complete multiplication tables, and they need to break the problem into smaller pieces [9x8=(9x2)+(9x2)+(9x2)+(9x2)]. Just to emphasize, they are teaching algebra concepts to kids who have not mastered their multiplication tables. WTF? I asked the obvious question. Instead of spending time teaching algebra, why not spend that time drilling them on their multiplication tables? (2) Several other examples of this in math. The kids get taught a “work around” to introduce a concept that is a few grade levels above them. My question is always the same. By the time you get done teaching them bad habits, you could have taught them how to do it right. Furthermore when they finally get to the grade where the concept is actually taught, the first thing you will need to do is unteach the bad habits.
This is complete nonsense.