Question of the Day: "When we substitute for f(x) should we keep the (x)?" "How do we know to divide when Dan is on the sand for 2 feet per second instead of multiply by 325.6 feet?"
Regular Math Objective: Get better
Regular Math Standards: 8EE1 - 8EE4, NS.1, NS.2, 8.G.6 - 8.G.8
Regular Math Lesson Sequence: Catch Up Day
My overall take from this day was that it was good to give students the opportunity to improve and even better that some students took advantage of the opportunity. Timing this day right before a long weekend is advantageous because it did not make sense to start an entirely new unit and we are also one week from marks closing.
That said, some students did not get better. That's not to say that they made classroom management hard on me, but I had a few students just do TenMarks assignments and because I was busy with correcting other students quiz retakes and giving them feedback, I never got to provide feedback or prompting for students on TenMarks. It was not until evaluating their work afterward that I saw that some of the students who "were on TenMarks" did not submit anything from TenMarks. These also happened to be the students that needed to have a catch up day the most because they have failed assessments. I could have done a better job regulating what students should and should not be doing especially because the students that struggle the most struggle partially because they lack goal-directed behaviors.
One mistake worth noting from today. Many students it seemed made this subtraction error:
Honors Math Objective: Identify if ordered pairs, input out tables, and graphs are functions; use function notation to solve problems in a mathematical and real-world context; give the domain and range of discrete and continuous functions
Honors Math Standards: A1.F-IF
- Understand that a function from one set (called the domain) to another set (called the range) assigns to
each element of the domain exactly one element of the range. If f is a function and x is an element of its domain, then f(x) denotes the output (range) of f corresponding to the input x. The graph of f is the graph of the equation y = f(x). - Use function notation, evaluate functions for inputs in their domains, and interpret statements that use function notation in terms of a context.
When they say I should pull their grades up because I messed up I will say that I deserve a retake. That's how I handle their mistakes so it's good to be a classroom that allows retakes for literally everything on virtually any day. If I were to make an honest prediction, I actually think the kids will not complain that I made an error. They're pretty forgiving, but we'll see. Here were the mistakes of the students from the quiz:
I have no theory for why the student believes it has to be all even integers. And also why the range would then be just four specific points given such a large domain. Thus, it would be a great question to pose to the entire class when we go over it.
Water here! Get your ice cold water here!
-Waterboy, I'll take one.
Sorry sir we don't provide the option of buying one. You can buy 1.50 bottles if you like. That way if you are still thirsty after one, but won't finish two you'll have your thirst properly satisfied without the guilt of wasting a precious resource!
Ok so I can make fun of these I suppose, but I'll also be ready for the abuse to come right back on me since I'm the one that started all of this getting the domain and range wrong stuff anyway.
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