Inquiry question#4-1,2,3,-Share your finding, how some of the data will be used as baseline data and professional reading.

 

Inquiry question#4: 
Question4/1: Share your findings on the nature and extent of the student challenge. Make sure it is clear what evidence from your inquiry supports each finding.

I have collected individual students' past year results from kamar. See  blog post is here
The following is the year planner:

Data: My whole class has finished the first internal Number (4credits) last term and here is the blog post of the evaluation.Link

Question4/2:

 Explain how some of the data you have used to build a profile of the students’ learning will be used as baseline data at the end of the year.

The learners have gained 4 credits, the credits they have gained are a huge contribution to my inquiry. 

And I am working on marking and catching on to the second topic (worth 3 credits)  starting the third topic next week. (worth of 4credits).

Question4/3:

 Share three pieces of academic or professional reading and explain how they and other sources helped your form hypotheses about aspects of teaching that might contribute to current patterns of learning.

See blog post is Link.

Next step: Learners just finished their second internal and will be moving towards the third internal next week.

Professional reading

Reading(1)

 Recently I read a  book about Mathematical Growth Mindsets: Unleashing Students' Potential Through Creative Math, Inspiring Messages and Innovative Teaching by Jo Boaler, and Carol Dweck

The first chapter about The brain and mathematics learning.

The second chapter is about The power of mistakes and struggles-Feel comfortable being wrong,try seemingly wild ideas,  are  open to different experiences, play with ideas without judging them, are willing to go against traditional ideas Keep going through difficulties

The third chapter is about the creativity and the beauty of Mathematics-students learn about brain growth.

The fourth chapter is about how to create mindsets? Knowledge of mathematical patterns has helped people navigate oceans, chart missions to space, develop technology that powers cell phones and social networks, and create new scientific and medical knowledge, yet many school students believe that math is a dead subject, irrelevant to their futures.

The fifth chapter is about rich Mathematics tasks-

The sixth chapter is about Mathematics and the pathway to equity-Offer all students high-level content, 

The seventh chapter is about tracking to a growth mindset. Work to change ideas about who can achieve in mathematics, Encourage students to think deeply about mathematics, teach students to work together, give girls and students of color additional encouragement to learn math and science

The eighth chapter is about assessment for the growing mind-self assessment, peer assessment, reflection time, student write questions and answers.

The ninth chapter is about teaching Mathematics for a growth mindset maths class is all about learning not performing.

The book says everyone can learn Math at the highest level, mistakes are valuable, questions are really important, Math is all about creativity and sense-making, Math is all about connection and communication, value depth over speed and the maths class is all about learning not performing.

Reading (2)Link

Article on Applying the problem-solving approach can have a positive impact on the students of the experimental class. This can be proved from the observation result, the observation result shows the students become better and able to solve in an experimental class. Link

Reading(3)

Robert Kaplinsky's 3Act task-Hot dog problem -Link

Act 1-Provocation- I wonder-----, I notice------, Just brainstorm.

   Act 2-Investigation-tease out some key things.

Act3-generalization.what information they found to find the answer.

   

Firstly learners watch the video and dividing the lessons into 3Act tasks as seen above. Love the idea and worked in my department last week. Hot dog task is an excellent way to introduce linear patterns. 

This reading provides me with practical strategies and practical activities to grow their mindset and tease out all their ideas before making a generalization. 

KWL Strategy

Currently, my year11 class is working on Trigonometry.  This was particularly useful, as this topic has a lot of formulae to work with and skill-based exercises. I modified all the exercises by adding KWL in order to classify the correct formulae, learners found it useful. This way empowers students to own their learning.

Here is the sample lesson:

TOPIC: Trigonometry

K - Stands for helping students recall what they KNOW about the subject.

W - Stands for helping students determine what they WANT to learn.

L - Stands for helping students identify what they LEARN as they read.

Here is the Google slides:

My learners found it very interesting and useful. And from their feedback, they are confident and wanted to move into the other step.

Now I am planning to move to the applications next week.

How to create 3D shapes and Nets

 Self Directed Learning

I taught 3D shapes and Nets to 10KMe with step-by-step instructions using Geogebra. And made them blog to enhance their learning.

Blog Link Blog Link Blog Link

Blog Link

Inquiry Question 3#2:Begin to collect evidence and data and come to the next session ready to share your preliminary findings about the nature and extent of the student challenge i.e. using your baseline student data and evidence

 Ethnicity:

I have collected the ethnicity details from kamar. There are 23 students in this class. Five Maori students, 8 Tongan students, 3 Samoan students, 2 Cook island Maori, 2 Fijian, 1 Filipino, 2 Niuean, and 1 Afghani. Four of them are ESOL too. 

From the PAT results last year, 6 students are working at PAT-stanine 4, 10 students are at PAT -stanine 3, 2 students are working at PAT -stanine 2, two new learner and the rest working are at PAT stanine 1.

Inquiry Question 3#1:Describe the tools/measures/approaches you plan to use to get a more detailed and accurate profile of students’ learning in relation to that challenge. Justify why you chose these approaches and tools.

 Link

Last CoL meeting(18/03/2021) there was a discussion about how learners' engagement would impact a powerful inquiry. So I took into account the below factors to plan my inquiry.

From the PAT results last year, 6 students are working at PAT-stanine 4, 10 students are at PAT -stanine 3, 2 students are working at PAT -stanine 2, and the rest working are at PAT stanine 1. There are clear gaps shown here in terms of mathematics and literacy skills. My challenge is to accelerate their learning towards NCEA Level1, achieve 16 credits and make an effective contribution to ensuring they pass their NCEA Level1.

I am very excited about this inquiry that cultivates their skills, deepens understanding, creates ownership, promotes engagement, fosters the love of learning, and collaborates across their subjects.

My tools and measures are:

•Topic Evaluation: Every topic to compare strength, pattern, and shift. • Test-Pre-test: halfway test, Tests. • Reading tools: To apply knowledge from reading and translate the lessons into their own language. • Resource sheet: For internals. • Data: Past years’ NCEA results from Kamar/NZQA website to compare the shift, comparison with the national norm, and PAT if needed. • Teacher observation: To test their confidence, work ethic, and knowledge. • Student voice: Questionnaire using google forms, KWL chart, videos, and Blogging.
My approaches are:

• Using online lessons/Education perfect for differentiated teaching and Multimodal instructions.

• Everyday ‘Do Now’ to improve skills.

• Work with Dr. Jannie Van Hees and Mrs. Latu to help students unpack contextual questions. • Pre-test, Halfway test, End of Topic Test, These tests will help to find out; what learner has achieved, what has not been achieved, and what the student requires to best facilitate further progress. • Formative assessments and practice tests for internally assessed topics, to help in gaining internal credits. • Student feedback for every topic to improve learners' work ethic and engagement - using google forms, KWL chart, Blogging, and videos. • After school tutorials and holiday programs to bridge the gap as the learners are working between PAT1-4. • Promote Mathematical literacy/reading in class to understand the Merit/ Excellence questions to obtain better outcomes. • Teaching SOLO taxonomy to understand the breakdown of Achievement, Merit, and Excellence in NCEA to gain endorsements. • Attending Career Expos to promote meaningful vocational pathways. • Using workspace and videos to set effective lessons to revise and review the lessons before the examinations. • Using literacy strategies to understand respond and answer questions, Using the Chunk Check Chew, KWL for all topics, and Differentiated teaching.

Next step: Inquiry question 3#2

GO SOLO As 91032 Trigonometry

I found SOLO taxonomy very useful for planning my lessons as well as learners to differentiate between Achievement/Merit/ Excellence. Here is the breakdown:

Achievement	Correct measurement and uses at least three different numeric methods in an attempt to solve the problem. Measurement And  1)Find any side of a right-angled triangle using Pythagoras  Theorem 2D and Pythagoras 3D. 2)Use sin, cos, and tan to find an opposite or adjacent side of a right-angled triangle 3)Use sin, cos, and tan to find an angle in a right-angled triangle
Merit	Solve a problem involving one or more of: 1)trigonometry to find the hypotenuse.  2) symmetry of isosceles triangles.  3)- comparing scale drawing with calculation  4)straight-forward 3D situations  5) vectors.  6)Interpret bearings or grid references. 7) Angle of elevation /depression  8)Applications  Present my answer in a way that is easily understood Give my answer to the problem in words
Excellence	Extended abstract thinking. This could involve one or more of: Devising a strategy to investigate or solve a problem. 1)Similar Triangles. Recognise Similar triangles and use Identify or draw triangles to solve problems  2)Solve 3D problems involving at least two triangles. Present my answer in a way that is easily understood Give my answer to the problem in words Use appropriate rounding, units, and mathematical statements.