Streaming and Differentiation in Mathematics

Professor Marilyn Goose delivers a keynote address on the importance of addressing student diversity in mathematics education. She discusses the challenges and implications of diversity, referencing PISA results and the Australian curriculum. Goose critiques streaming practices and suggests alternatives, emphasizing the need for equitable educational opportunities. She concludes by urging educators to reflect on their practices and advocate for the teaching profession.

What is one of the roles held by Professor Marilyn Goose?

• Editor of the Journal of Advanced Mathematics

• President of the Mathematics Education Research Group of Australasia

• Coordinator of the International Mathematics Olympiad

• Head of the Mathematics Department at Sydney University

What is a key challenge in mathematics education according to Professor Goose?

• Responding effectively to student diversity

• Integrating technology into classrooms

• Developing new mathematical theories

• Increasing funding for mathematics programs

What does the Australian curriculum emphasize regarding student diversity?

• Ensuring all students experience the full curriculum until year 10

• Focusing only on high-achieving students

• Providing separate curriculums for different socio-economic groups

• Streaming students based on ability

What is a common rationale for streaming students in mathematics?

• To increase competition among students

• To reduce the number of students in each class

• To tailor content and teaching methods to different ability levels

• To simplify the curriculum for teachers

What is a potential negative effect of streaming on lower-achieving students?

• It provides them with more resources

• It encourages them to pursue advanced mathematics

• It creates low expectations and social stigma

• It improves their performance significantly

What is one of the main reasons teachers support streaming in schools?

• It caters to students with different abilities.

• It reduces administrative workload.

• It increases competition among students.

• It simplifies the curriculum.

How do students in lower streams often feel about their mathematical abilities?

• Confident and competent

• Frustrated and stuck

• Motivated and eager

• Indifferent and uninterested

What is a key strategy for differentiating the curriculum in a mixed-ability classroom?

• Assigning more homework

• Focusing on rote memorization

• Grouping students by ability

• Using enabling and extending prompts

What is an example of an enabling prompt in a math task?

• Providing a complex problem

• Increasing the number of variables

• Simplifying the language used

• Assigning additional practice exercises

Why is it important for teachers to advocate for their profession?

• To avoid professional development

• To improve public understanding and support

• To reduce their workload

• To increase their salaries