Addicted 2 MATH

These digital note cards feature the laws of exponents including the product rule, quotient rule, power to power rule, product to power rule, negative exponents and zero power. They are designed using the Frayer Model as an outline keeping things nice and organized. Formulas, key characteristics, examples, and non-examples are provided on each card. Each card also focuses on one rule, followed by a card with practice. Check out the preview for a closer look! This activity works well with distan

These digital note cards feature discussions about angle pairs such as Complementary, Supplementary, Adjacent, and Vertical and examples. They are designed using the Frayer Model as an outline. One note card focuses on Complementary Angles, one note card focuses on Supplementary Angles, one note card focuses on Adjacent Angles, and one note card focuses on Vertical Angles. Definitions, key characteristics, diagrams, examples, and examples including solving angles with Algebra are provided on eac

These digital note cards feature discussions about angle pairs such as Complementary, Supplementary, Adjacent, and Vertical and examples. They are designed using the Frayer Model as an outline. One note card focuses on Complementary Angles, one note card focuses on Supplementary Angles, one note card focuses on Adjacent Angles, and one note card focuses on Vertical Angles. Definitions, key characteristics, diagrams, examples, and non-examples are provided on each card, followed by two cards with

These digital note cards on volume use the Frayer Model as an outline. One note card focuses on volume of a cylinder, one note card on volume of a cone, and one on volume of a sphere. Formulas, diagrams and an example is provided on each card, followed by two cards with straight practice. This activity works well with distance learning as well as in-person classrooms. Benefits of going digital?Easy access on any deviceStudents can interact with the resource and save it to their Google Drive for

These digital note cards feature the Pythagorean Theorem and how to apply it. They are designed using the Frayer Model as an outline. One note card focuses on basic requirements and definitions, one note card focuses on solving for a, one note card focuses on solving for b, and one note card focuses on solving for c. Formulas, diagrams and examples are provided on each card, followed by two cards with straight practice. This activity works well with distance learning as well as in-person classr