Standard 1:

Know students and how they learn

Task 2, Evidence 1 - Math PPT.pdf
Task 2, Evidence 2 - Math Unit Plan.pdf
Task 2, Evidence 3 - English PPT.pdf

Descriptor 1.1

Meeting descriptor 1.1, pages 4-10 of Evidence 1 – Math PPT use language scaffolding with sentence frames in the whiteboard quiz as a strategy to improve the learning of the English language learners (ELL). On pg. 12, the pre-test informs the teacher of where each student is in the learning process at the beginning of the unit to better plan subsequent lessons. The use of whiteboard quizzes (page 4-10) provides formative data to inform planning of lessons. Evidence 3 – English PPT, pages 9-12 use a literacy strategy, pre-teaching the vocabulary, to help improve the reading comprehension of the students. 

Further addressing descriptor 1.1, I draw from Piaget’s theory of cognitive development and Erickson’s stages of psychosocial development as background knowledge. The evidence provided for this task is from a Grade 4 classroom, the industry vs. inferiority stage, where it is crucial to scaffold student learning adequately so they don’t develop self-esteem issues. Additionally, this is the concrete operational stage where students need concrete situations and examples before they can consider hypothetical or abstract concepts.

In Task 2, Evidence 1 – Math PPT, page 21 shows the concrete stage of this math task. Students use base 10 blocks to divide the given amount and make equal groups. This is part of the Concrete Pictorial Abstract (CPA) approach to mathematics, which aligns with Piaget’s stages. The CPA approach is used here to support the development of industry in the students, aligning with Erickson’s theory.

I also engage the social aspects of the students within Task 2, Evidence 1 – Math PPT by providing different ways to interact with the content. For example, on pages 3-11, the students work independently to review previous math concepts. However, later on in the lesson on page 16, they work as a “Number Talk” group to tackle new math concepts. This is based on Vygotsky’s social learning theories, giving students the opportunity to explore ideas socially through discussion and collaboration on a new math problem, construct their own meanings, and then receive feedback from the teacher.

Descriptor 1.2

These two math and English units use research and collegial advice and apply knowledge of the content and teaching strategies of the teaching area (descriptor 1.2). Evidence 3 contains images of an Oxford book, Why We Recycle, that demonstrates The Content and Language Integrated Learning (CLIL), a second language acquisition method. Students learn English while they are learning a topic relevant to their lives and the real world. The Concrete-Pictorial-Abstract (CPA) approach, shown in pages 21 and 27 of Evidence 1, introduces students to long division with a two-digit divisor. Students use concrete manipulatives, base ten blocks, before moving into pictorial representations of the math concepts, and then finally writing abstract equations and expressions using only numbers and symbols. 

Descriptor 1.3

The language scaffolds from Evidence 1, page 4-10 also address the diverse linguistic backgrounds of the students (descriptor 1.3). Both Evidence 1 and Evidence 3 use large images as visual scaffolds for reading comprehension (which also meets descriptor 1.1 as a teaching strategy used to improve student learning). What is not able to be shared as evidence is the responsiveness to diverse cultural backgrounds. For example, Japanese students usually get out of their seats or shout out without raising their hand. Non-Japanese teachers have to be aware that these are culturally accepted behaviors in the Japanese classroom instead of perceiving them as disrespectful. 

For descriptor 1.3, it’s important to note that all the evidence provided here is within a context of non-native English speakers. The keywords, like dividend, are highlighted with different colors on page 4. There are sentence frames, an EAL language scaffold, provided to students on pages 5-10.

Task 2, Evidence 1 – Math PPT provides visual supports for classroom instructions, like the textbook on page 15 or math notebook on page 33. There are also visual supports for math problems, like the images of money on pages 18-20, 23-26, and 29-31. Visual supports enhance communication and not only help students from diverse linguistic backgrounds, but also students with autism, auditory processing difficulties, ADHD, and other additional needs. This is why I use PPTs for all of my lessons in every subject.

Task 2, Evidence 1 – Math PPT also provides an opportunity to address cultural diversity. The English math textbook featured on page 15 is an American textbook because there are not many English academic texts in Japan. On page 18, you can see this presents an issue as the math problem uses American money. I resolve this by providing a rich context where students imagine themselves traveling to America. We can introduce the problem with a short, but engaging discussion about where we would like to travel if we went to America. That makes the math problem more meaningful, especially since some students have traveled to America or know people who have and can connect the relevance of these math skills to their real life.

It’s important to note that many (if not most) teachers never have never had the opportunity to work in contexts where their language and culture is the minority. International teachers, however, are very experienced at this. All evidence provided here is from a bilingual school, which means the learning context for all of the evidence in this portfolio is the product of a diverse environment. Unlike an international school, bilingual schools require the use of more than one academic language.

Descriptor 1.5

My approach to differentiation (descriptor 1.5) is informed by Tomlinson’s curricular elements – content, process, product, and environment – and student variance – readiness, interest, and learning profile. In Evidence 3, page 12, process is differentiated because students have agency to choose which tense of ‘decomposition’ to practice using. On page 27, products are differentiated as students can choose what they want to work on after their independent practice is complete. Evidence 3 demonstrates differentiation by student interest by providing a range of activities and media to engage all learners. 

Evidence 2 – Math Unit Plan has a section for differentiation that addresses descriptors 1.5 and 1.6. Having worked with visually impaired students in the past, both Evidence 1 and Evidence 3 demonstrate that I use large, easily readable font. I also use a lot of bold, underlined, and colored text, which not only helps visually impaired students, but students with ADHD as well. Students with learning or behavior challenges are meaningfully seated near the teacher for extra support. Manipulatives, like the base ten blocks shown on page 21 and 27 of Evidence 1, are always available in the classroom to support struggling students in math.

Descriptor 1.6

In regard to descriptor 1.6, my teaching license in the United States includes a focus in students with additional needs. Every student, regardless of disability, has a right to a free and appropriate education in the least restrictive environment possible. Students with disabilities are also entitled to an individualized education plan. These plans may include accommodations, modifications, and/or adaptations. This is the extensive background knowledge (as well as identifying as a disabled person myself) I draw upon to meet the needs of students with disabilities.

All teachers in Queensland are required to follow the Disability Discrimination Act 1992 and Disability Standards for Education 2005. As previously stated in my original portfolio, I do that by using Tomlinson’s elements of differentiation by curriculum and student variance to guide lesson planning and lesson execution.

Tomlinson is an American educator who pioneered the elements of differentiation and is the reason other countries, like Australia, use differentiated instruction today. As an American educator, differentiation has been embedded into our teaching practice for longer than it has been in other countries.

One way that I differentiate in Task 2, Evidence 1 – Math PPT is by using large, concise, bold, underlined, and colored text for students with ADHD or visual impairment. I am careful that the text is easily discernable and highly contrasted against the background. Again, you can see this outlined in the original Task 2, Evidence 2 - Math Unit Plan of my original portfolio. On page 3, there is a section in the unit plan that addresses many differentiation strategies for various needs. For example, I provide tiered math challenges as extension activities for early finishers. This extends the learning students can achieve while also giving them agency to choose their own activity.

Task 2, Additional Evidence 8 - Descriptor 1.4, 2.4.pdf
Task 2, Additional Evidence 5 - Descriptor 1.4, 2.4.pdf
Task 2, Additional Evidence 4 - Descriptor 1.4, 2.4.pdf

Descriptor 1.4

By completing the Stronger Smarter Institute’s online module (Task 2, Additional Evidence 4), I have a better understanding of the impact of culture, cultural identity and linguistic background on the education of students from Aboriginal and Torres Strait Islander backgrounds. Through this online learning module, I have become more aware of how my own cultural values may impact my teaching. Non-Indigenous educators often speak of students from Aboriginal or Torres Strait Islander backgrounds with deficit language and disabling attitudes. The Stronger Smarter Institute emphasizes the need to hold high expectations for all students, regardless of their cultural background. 


One way to demonstrate high expectations is to maintain a positive attitude with the students. This means positive feedback or positive reinforcement. Rather than blame students for standards not being met, ensure that the expectations are explicit and there are sufficient models provided for them. Remain patient and review the expectations or provide the models again, if needed. Teachers should focus on achievement rather than attainment.


Further evidence of how this module broadening my teaching knowledge is given in Task 2, Additional Evidence 5 and Task 2, Additional Evidence 8. This is a record of the notes I wrote throughout the module and submitted to the Institute to earn the certificate and an example of one of my reflections throughout the course.