"Wonder - ful" punctuation

Here's what:

Today I taught my lesson on punctuation (speech marks) using our "Wonder" text.

So What:

I supported the lesson with this video and students were given opportunity to "Think-Pair-Share" about how speech marks are used.

Working together with a partner (teacher buddies able with less able student) to highlight the speech marks and punctuation in the text from "Wonder"
What did we notice?

Now What:

I thought this lesson was successful. Consider doing a similar lesson again the next couple of weeks. 

Using data for teaching

Here's What:

As Term 4 takes on a whole new adventure, I have decided that change my inquiry due to the student needs in my class. I had noticed from my e-asTTle writing data and personal observations that while we have seen excellent progress with writing, so see my class reach the maximum potential we would need to focus on punctuation.

Writing Report e-asTTle Term 3 2017

So what: 

After brainstorming some ideas with my team : here is the approach we decided to take.

Honeycombe inquiry with key question

Now What 

I plan to teach a lesson on speech marks using a relevant text of "Wonder" that we are currently reading in class as a shared reading. Can students, notice speech marks, punctuation after or before speech marks.

Algebra .....

After analysing assessment information from Term 3 I have identified some ongoing needs for the students in my class. One area of need for mathematics has been identified as spatial patterns, equals sign (algebra).

This has lead me to critically examine my own pedagogy and I realise this is an area in my teaching that needs improvement. Therefore to "fill the gap" in my students learning and accelerate I have made it a priority to engage in conversations with expert teachers in my school, NZ Maths and professional readings to support my teaching.

Here's what I have learnt :

• Start with small steps - students look at patterns, decide what is happening in the patterns lead students to find a way to records their thinking (tables) before trying to decide on a rule for the pattern. 

• "When students problem solve and use a table with geometric pattern tasks, they are taking the first step into the world of functional thinking"  (Friel S.N., Markworth K.A., 2009)

http://mjmorneau.pbworks.com/f/Framework+for+Analyzing+Geometric+Article.pdf

• Friel & Markworth describe the phases of problem-solving of geometric patterns

• Thinking the row number, sequence number as the stage number (n) and the total number of blocks as (t)

Acceleration Market Space Discussions

In our staff meeting we had the opportunity of presenting/ facilitating a table of discussion around acceleration. I choose to participate and show leadership by preparing a discussion around "relevant learning tasks". We had rich discussions in our group about the understandings about the terms "authentic" and "relevant". Here is the google slide with some of our responses. I my opinion this is a discussion that we will continue to have as we work towards acceleration all our students, and enable ākonga to make connections between their prior experiences and learning and their current learning activities

Accelerated learning in mathematics

Here's What:
On my journey for inquiring into accelerated learning to support achievement in mathematics . I have found that I am constantly reflecting on my teaching practise and looking for ways to effectively teach my students.   From my recent observations in class some students have not moved beyond using repeated addition for solving multiplication and division problems.

So What:
To help me understand how I can better support these students,  I read an article from the NZ Maths website.

Some highlights for me was a reminder of the key principles for effective teaching in mathematics. 

1. An ethic of care 

2. Arranging for learning 

3. Building on students’ thinking 

4. Worthwhile mathematical tasks 

5. Making connections 

6. Assessment for learning 

7. Mathematical communication 

8. Mathematical language 

9. Tools and representations 

10. Teacher knowledge

• Practical examples for teaching arrays to solve multiplication and division problems
• Addressing barriers such as lack of confidence which could lead to creating visual flow charts with new facts to be learned
• Revisit inverse nature of mult/div and to reinforce that division equations can be found using known multuplication equations.

Now What:

I found that the deliberate acts of teaching suggested in this reading would be beneficial for the students in my maths club group. So I plan to go through the steps suggested next week. 

Maths Club .... activating prior knowledge

Working with target students at maths club today, we had a brainstorm about all that we knew about geometry, shapes, angles.  The goal of the lesson was to introduce vocabulary will activating prior knowledge,  to stimulate thinking and scaffold critical missing missing pieces of knowledge.

Visit to Room 7... exploring geometry...

This week I visited Room 7 with observe Sally teaching Geometry.  I thought that the idea of using Kadinsky Art as an exciting context for geometry would be a great for my class.  Using the image below the lesson was to :

Encourage students to examine the picture and discuss with their group and record what maths they can see ( ie …circles, angles, perpendicular lines etc)

-        Students can also complete a personal response to the painting too

-        Explore the maths language that can be used to describe 2D shapes, lines and angles. Teach the students about the different names that can be used to describe a square ( polygon, cuboid, square, parallelogram , quadrilateral, etc), circle etc.

-        Teach the different angles / combinations of lines  and then repeat the art response with a different picture

-        Using plastic cut out shapes have the students design their own Kandinsky inspired art work, with an explanation of the  maths used to create it. 

Now What:

I am looking forward to teaching geometry next week, and I will be using this lesson and adapting it to the learning needs of the students in my classroom.

Some key learning that has happened for me and that will benefit my students is that:

This lesson will activate students prior knowledge, and an opportunity to re-visit previous learning

I have a better understanding of the vocabulary needed to teach geometry. I am planning of giving students TIP sheets with the basic geometric shapes.

*** An idea - students could sort angles according to similarities and differences (Suzy Pepper Collins)

Ideas to support acceleration

This week I have gathered a range of maths activities, games with resources for an identified target group on my class.  I am hoping that these students will be able to enjoy these activities in the holidays. Next term I will be running an after school maths club with a focused time of 45mins. This initiative has come from the key ideas from "Jump-starting students who are behind" by Suzy Pepper Collins. 

Fractions .... group work

In this video students have recorded their learning of converting fractions to decimals, and percentages. This was another example of accelerated learning in my class, with mixed ability grouping. It was exciting lesson, as again students all worked at achieving the mathematics at the required standard.
  

Acceleration....

Here's What:
Last week I decided to base my mathematics teaching around the acceleration strategy that we had learnt about in our recent professional development.

The keys from our reading "Jump-starting students who are behind" by Suzy Pepper Collins was to 

• make learning experiences relevant (real-world relevance)
• rich vocabulary experiences
• hands on experiences

The learning in the classroom is fractions, decimals and percentages in every day life focusing on students being able to use a range of additive and multiplicative strategies with whole numbers, fractions, decimals and percentages.

I attempted to achieve this by creating a learning experience where students could use the current Warehouse mailer to go shopping for easter eggs for their family, and buy something for themselves with a budget of $120. What fraction of the money would they spend on themselves? What fraction of the money would they spend on easter eggs?

So What?

As a teacher I enjoyed teaching/guiding students in this lesson. I was thrilled to hear rich mathematical conversations among students. The barriers of grouping and ability was removed and all students engaged in the learning.

Have a look at our blog, to see first hand students enjoying the relevant, hands-on learning experiences ...      Room 13 - Easter Challenge

Now What?
I would like to implement more learning this way. As identified in assessment data, the students in my class need the most support in learning Addition/Subtraction.
I wonder how I can incorporate this learning in a relevant context for my students??

Accelaration : Jump-Starting Students who are behind

Acceleration : Chapter 1 by Suzy Pepper Collins