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Curated Video
Developing responses to 'The Girl of Ink and Stars' through rich discussions
Pupil outcome: I can develop my own response to 'The Girl of Ink and Stars’. Key learning points: - Being heroic is not reflected by a character's gender, age or other protected characteristic. - During a text, characters and their...
Curated Video
Developing responses to 'Varjak Paw' through rich discussions
Pupil outcome: I can develop my own response to 'Varjak Paw'. Key learning points: - Character traits can be explored through the text’s illustrations or words used by the characters. - Different readers may interpret a text in different...
Curated Video
Introduction to 'Yoshi the Stonecutter' and making links to our own experiences
Pupil outcome: I can make a prediction about how a story might end. Key learning points: - Traditional tales can be set in real or fictional places. This traditional tale is set in Japan. - Illustrations can be a way to help us to...
Curated Video
Comparing experiences of war in poetry
Pupil outcome: I can explore reasons why poets write about war and begin to make connections between the poems in the Edexcel ‘Conflict’ anthology. Key learning points: - Poets have been writing about wars for hundreds of years. -...
Curated Video
Sequencing 'Yoshi the Stonecutter' and making connections
Pupil outcome: I can make connections linked to my own experiences and sequence events in a story. Key learning points: - Traditional tales often have a theme that is central to the story. - The theme often leads to a moral that can...
Science Buddies
Arduino Self-Driving Car Lesson 1: Controlling a Motor
Students will learn how to control a motor with an Arduino in this video. This video is part of the Arduino Self-Driving Car Lesson video series.
Curated Video
Making Connections
Nobel Laureate Roger Penrose (Oxford) reveals how his popular science books have enabled contact with both laypeople and specialists.
Curated Video
Understanding Negative Exponents: Exploring Patterns and Making Connections
This video explains how to apply negative exponents by exploring patterns and connecting them to existing rules. The students learn that negative exponents can be undone by dividing or multiplying by the reciprocal. They also discover...
Curated Video
Understanding the Zero Exponent Rule
Through exploring patterns and using rules of exponents, this video demonstrates that any base raised to the power of zero equals 1. The video also addresses common misconceptions and provides multiple examples to reinforce the...
Curated Video
Multiplying Rational Expressions
In this video, the teacher explains how to multiply rational expressions by relating it to multiplying fractions. They demonstrate the process step by step and provide helpful tips and tricks to remember the multiplication rules.
Curated Video
Finding a Common Denominator for Rational Expressions
In this lesson, students will learn how to rewrite rational expressions so that they have the same denominator. By making connections to rational numbers and using visual representations, students will understand how equivalent fractions...
Curated Video
Adding Rational Expressions with Different Denominators
Learn how to add rational expressions with different denominators by making connections to adding fractions. This video demonstrates the process using examples and explains how to find equivalent fractions and common denominators.
Curated Video
The Role of an Entrepreneur
The video is a presentation that explores the role of an entrepreneur. It delves into the definition of an entrepreneur and the tasks that they perform, such as investing their own capital, taking on risks, and constantly searching for...
Curated Video
Subtracting Rational Expressions
In this video, the teacher explains how to subtract rational expressions by finding a common denominator and then simplifying the fractions. They use examples and visuals to demonstrate the process and emphasize the importance of...
Curated Video
Dividing Rational Expressions
In this video, the teacher explains how to divide rational expressions by making connections to dividing fractions. They review the concept of dividing fractions and then apply the same principles to dividing rational expressions.