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Preview of Python Fundamentals a Unit of Work for Teachers

Python Fundamentals a Unit of Work for Teachers

Created by
Sanjin Dedic
What is Python and why is it important? Python is an interpreted text based general purpose programming language, which is a key requisite of the 7-10 Digital Technologies Curriculum. Python is also the only professional programming language that was designed with beginners in mind, it is intuitive and easy to use What are the student outcomes? Students learn about core concepts of programming: branching, iteration and functions. They apply these to create four applications which perform the fo
Preview of Math: Understanding Basic Algebra | Made Easy for Kids!

Math: Understanding Basic Algebra | Made Easy for Kids!

Crack the code of missing numbers! "Algebra & Number Patterns: Cracking the Code of Missing Numbers!" is an interactive video that invites 1st, 2nd, and 3rd graders to explore the exciting world of algebra and number patterns. This collection of interactive videos, each lasting 2–3 minutes long, is designed to support interactive, inclusive, and visual learning, helping students develop algebraic thinking and number fluency from an early age. What will students learn?Identify patterns in numbe
Preview of Multiplying Binomials FOIL
1:34

Multiplying Binomials FOIL

Created by
Ocular IQ
In this video, we'll guide you through the process of multiplying binomials using the F.O.I.L method. Each step is color-coded to make the learning process not just easy but also engaging. The F.O.I.L method is an essential tool in algebra, and in this tutorial, we teach it to you for the purpose of introducing Distribution, a key concept in mathematics. By the end of this video, you'll have a solid understanding of binomial multiplication and its relation to distribution. Stay tuned because
Preview of Count on Me PPT, PPT with voice-over AI, and worksheet.

Count on Me PPT, PPT with voice-over AI, and worksheet.

Created by
Moores Science
This bundle includes the PPT for Count on Me, the PPT with voice-over AI, and the worksheet that goes with the PPT. This bundle is a great way for students to learn about the basic math required for coding and robotics and how it is utilized within the program.
Preview of Graphing Systems of Linear Inequalities (Mini Lesson and Video)

Graphing Systems of Linear Inequalities (Mini Lesson and Video)

Created by
Algebra Boost
This Mini Lesson is all about Graphing a System of Linear Inequalities. This video goes over the slope and y-intercept, and how it is similar to equations in addition to the new rules of shading and the line for the inequality itself. Color Coding strategy used for the overlapping section. I pride myself on small mini lessons for remediation and reteaching purposes. Simple yet will make your students feel confident and successful.✅ Step by Step Directions on the Process of Systems by Graphin
Preview of Bundle: Pre-Algebra - Algebraic Expressions (Mini Lessons & Video Links)

Bundle: Pre-Algebra - Algebraic Expressions (Mini Lessons & Video Links)

Created by
Algebra Boost
BUNDLE: This is Six Mini Lessons on Algebra Expressions. 6 Resources Included: Combining Like TermsDistributive Property Distributive Property with FractionsDistributive Property with Negatives Combining Like Terms and Distributive Property Adding and Subtracting Linear ExpressionsI pride myself on small mini lessons for remediation and reteaching purposes. Simple yet will make your students feel confident and successful.✅ Step by Step Directions on the Process of 6 Mini Lessons on Algebra
Preview of Area Model (BOX) Method Positive Binomials (4x + 12)(x + 6)
1:03

Area Model (BOX) Method Positive Binomials (4x + 12)(x + 6)

Created by
Ocular IQ
The area model method is multiplying two expressions that have two terms each, such as (4x + 12)(x + 6). The box method helps you to organize the terms and avoid mistakes when applying the distributive property. To use the area model method, you need to follow these steps: - Draw a 2 by 2 box and label the rows and columns with the terms of the binomial. - Fill in each cell of the box with the product of the corresponding row and column terms. - Add up all the terms in the box and combine a
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