>>13537486Manitoba here, I remember
>Kindergarten?? The idea of inequalities? I learned that pacman >) eats the larger number in the kindergarten classroom
>Grades 1/2Basic addition (like up to 100?), Basic 3D shapes
>grade 3Addition, subtraction up to ~1000, solving a+5=6, multiplication up to 5*5, fractions as division
>Grade 4actual division, area, "Demonstrate an understanding of many-to-one
correspondence"
>Grade 5Estimation strategies, multiplication up to 10*10, "addition and
subtraction of decimals (to thousandths)", "Q Solve a single-variable equation with the unknown in any of the terms
(e.g., n + 2 = 5, 4 + a = 7, 6 = r – 2, 10 = 2c)", volume, rotations, reflections, etc
>Grade 6Prime & composite numbers, percentages, pedmas, "Demonstrate and explain the meaning of preservation of
equality, concretely, pictorially, and symbolically", angles & triangles, basic probabilities
>Grade 7Divisibility rules for integers, circles, geometric constructions, cartesian plane, "Determine the effect on the mean, median, and mode when an
outlier is included in a data set"
>Grade 8"Determine the approximate square root of numbers that are not
perfect squares (limited to whole numbers)", "Solve problems that involve rates, ratios, and proportional
reasoning", "Graph and analyze two-variable linear relations", "Develop and apply the Pythagorean theorem to solve problems", tessellations??, "Solve problems involving the probability of independent events"??
>Grade 9Exponent rules, inequalities, polynomials (up to degree 2), surface area, making different types of plots (analyzing them was some point earlier)
Here it splits, so I'll just use the highest tier
>Grade 10Unit conversion, GCD/LCM, irrational numbers, multiplication of polynomials, slopes, functions as sets (for some reason), linear functions, trig
>Grade 11Absolute value, solving equations w/ radicals, angles as degrees around a circle, sine and cosine laws, factoring polynomials...
