The Grade 8 Manitoba Math Curriculum encompasses a set of topics designed to enhance students' mathematical understanding and skills. Below is a brief description of the lesson plans for each topic within the curriculum:

1. Understanding Perfect Squares and Square Roots (8.N.1): This lesson plan introduces students to perfect squares and square roots, emphasizing concrete, pictorial, and symbolic representations to explore the relationship between a number, its square, and its square root.
2. Determining Approximate Square Roots (8.N.2): Focuses on estimating the square root of numbers that are not perfect squares, utilizing whole numbers and teaching strategies such as benchmarks and technology for approximation.
3. Understanding Percents (8.PR.3): Students learn about percents greater than 100% and fractional percents, applying these concepts in various contexts including calculations involving discounts, interest rates, and statistics.
4. Exploring Ratios and Rates (8.N.4): This lesson aims to deepen students' understanding of ratios and rates and their applications in solving real-world problems through practical examples and exercises.
5. Rates, Ratios, and Proportional Reasoning (8.N.5): Engages students in solving problems that involve rates, ratios, and proportional reasoning, highlighting the use of these concepts in everyday situations.
6. Multiplying and Dividing Positive Fractions and Mixed Numbers (8.N.6): Teaches students the operations involved with positive fractions and mixed numbers, including both conceptual understanding and practical application.
7. Multiplication and Division of Integers (8.N.7): Students explore the rules and strategies for multiplying and dividing integers, focusing on understanding the operations and solving problems.
8. Solving Problems Involving Positive Rational Numbers (8.N.8): Covers strategies for solving various types of problems that involve positive rational numbers, enhancing students' numerical reasoning skills.
9. Graphing and Analyzing Two-Variable Linear Relations (8.PR.1): Introduces students to graphing linear relations and analyzing the relationship between variables in a linear equation.
10. Modeling and Solving Problems Using Linear Equations (8.PR.2): Students learn to model real-world situations with linear equations and solve these equations both algebraically and graphically.
11. Developing and Applying the Pythagorean Theorem (8.SS.1): Focuses on the Pythagorean theorem, teaching students to apply it in solving problems involving right triangles.
12. Drawing and Constructing Nets for 3-D Objects (8.SS.2): Students explore the geometry of three-dimensional objects by drawing and constructing nets, enhancing their spatial reasoning.
13. Determining the Surface Area of 3-D Objects (8.SS.3): Covers methods for calculating the surface area of various 3-D shapes, including prisms and cylinders.
14. Volume of Right Prisms and Cylinders (8.SS.4): Students learn to develop and apply formulas to calculate the volume of right prisms and cylinders.
15. Drawing and Interpreting 3-D Objects (8.SS.5): This lesson plan aims to enhance students' ability to draw and interpret the top, front, and side views of 3-D objects composed of right rectangular prisms.
16. Understanding Tessellation (8.SS.6): Introduces tessellation, teaching students to create tessellations and identify them in the environment.
17. Critiquing Data Presentation (8.SP.1): Students learn to critique the ways in which data are presented, identifying strengths, limitations, and potential biases.
18. Probability of Independent Events (8.SP.2): Focuses on solving problems involving the probability of independent events, using theoretical and experimental probability.

Each lesson plan is designed to engage students with hands-on activities, practical applications, and critical thinking exercises, ensuring a deep understanding of the concepts and their relevance to real-world scenarios.