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Interpreting the Directions in a Math Problem
It makes absolutely no difference how good your students are with computing algebra if they do not know how to interpret the directions to the problems.
The biggest issue I see in math today is that teachers assign many problems for homework that are all based on one lesson. This is great for practice but bad for actually having the students master the material.
Think about it...
A student does 50 problems all with the same directions. Repetition, practice makes perfect, and so on. They spend all day learning it then an hour at night doing home work problems on it.
Then a few weeks later or worse yet at the end of the course, those same problems that they perfected are on the final exam. The student knows exactly how to do it. Computationally they have it mastered.
There's just one small problem, they don't know what the directions on the final are telling them to do. They can't put their skill set to use. They don't understand the directions.
It's like being able to use all of the tools in the tool box but not being able to put together the doll house because the directions are in a foreign language!
Properties of Real Numbers Lesson
Your lesson on Properties of Real Numbers is one of the most important lessons of the year. It gives the students defined rules to follow and confidence when seeing these vocabulary words on tests.
Do your self a favor and don't fly through this one thinking it's review. Make sure your students know these inside and out so your life (and scores) are much better during exam week.
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