To open the class (and the year!) I introduce the protocol that we use for Think, Pair, Share and have students practice the skills by learning about each other with the. As the instructions on Slides 2 and 3 indicate, students have time to write down what they would like their classmates to know about themselves. Then, they discuss these details with a partner. Finally, I have partners introduce each other to the class.
I use this activity to demonstrate the importance of actively listening and the opportunity to learn from each other. The activity also makes it clear to students that everyone will have a chance to speak in front of the class. I think it is vital to begin to work on a culture of sharing and respect right from the beginning of the year. It is important for students to feel safe to share and to critique if we are going to learn in an environment that supports the development of mathematical practices. In this section, the class works on the. I have students take a tour of the classroom and jot down observations and comments/analyses about the classroom.
My intent is to get students up and moving around, and, to have students observe the different parts of the room. I hope the tour will spark questions about how the class will run, what the expectations and norms in the class will be, etc.
After taking observations, students complete another Think, Pair, Share and discuss their findings with a partner and then with the class. In this section I give students time to read over the. I then walk the students through the syllabus, section by section.
To conclude the section I have students ask any clarifying questions, concerns, feedback. To facilitate Family Communication I have students review the syllabus with their parent/guardian at home and have a parent or guardian sign the syllabus. I also leave a section for parents to update their contact information and let me know what the preferred method of communication is. To conclude the lesson, students complete an that identifies norms that they think are important for productive and respectful academic conversations. Encore enuwi-g2 wireless adapter.
I also have students explain why they think each norm is important to them. For homework (in addition to reviewing the syllabus with a parent) I have students complete the. This tool helps students organize their ideas as an initial step in the writing process. For this idea organizer, students are asked to identify goals they have for this class and, perhaps more importantly, what they think they will need to do to accomplish these goals. The use of the is one symbol that indicates the important role that writing has in the math classroom. I think that being able to organize and explain the way that you think about a math problem has huge potential to engage more students, and engage them in meaningful ways that lead to deeper understanding.
Turning Point Powerpoint
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Math Powerpoint Lessons
Algebra 1 lessonplan powerpoint. 1. Algebra 1. Solving Equations withVariables on BOTH sides. Solving Equations withVariables on BOTH sides Variable: In algebra the variables are letters used to hold the place of a missing number in an equation. Most commonly used variables are ‘x’ and ‘y’ Any letter may be used to hold the place of the missing number in the equation.
Free Pre Algebra Lessons
Solving Equations withVariables on BOTH sides Variable: In algebra the variables are letters used to hold the place of a missing number in an equation. Most commonly used variables are ‘x’ and ‘y’ Any letter may be used to hold the place of the missing number in the equation. Our goal today: To solve an equation that has a variable on BOTH sides of the equation. REVIEW: 6X+4=28.
REVIEW: 6X+4=28Solve this equation:6x+4=28. REVIEW: 6X+4=28Solve this equation:6x+4=28Subtract the 4 from both sides of the equation6x+4=28 -4 -46x =24. REVIEW: 6X+4=28Solve this equation:6x+4=28Subtract the 4 from both sides of the equation6x+4=28 -4 -46x =24Now divide each side by 66x = 246 6We now have gotten ‘x’ by itself and solved the equation x=4.
Taking the Next Step::. Taking the Next Step::What does an equation with 2 variables look like??.
Taking the Next Step::What does an equation with 2 variables look like??Examples:4x+13=12x+45 3x+8=2x+105x+7=9x-5 9x-17=3x-23. Step by Step we solve the equation:.
Step by Step we solve the equation: Step 1: Combining like terms and rearranging the equation so we can easily solve the problem. First we move the numbers which have no variable attached to them. Step by Step we solve the equation: Step 1: Combining like terms and rearranging the equation so we can easily solve the problem. First we move the numbers which have no variable attached to them. Step 2: Move the numbers WITH variables attached to them.
Step by Step we solve the equation: Step 1: Combining like terms and rearranging the equation so we can easily solve the problem.