Public learning track
Mastering the Order of Operations with Brackets and Powers
Kindergarten · Math · Curriculum for Excellence
9 lessons
Goal
Develop calculation fluency across standard arithmetic hierarchy, nested brackets, fraction bars, decimals, and negative numbers.
9 lessons
0 of 9 done
- 1Understanding the Hierarchy of Arithmetic OperationsUp nextStart
- 2Order of Operations with Whole NumbersPremiumNot started yet
- 3Using Brackets to Group and Change Calculation OrderNot started yet
- 4Evaluating Expressions with Single-Pair BracketsNot started yet
- 5Evaluating Expressions with Nested BracketsNot started yet
- 6Using BODMAS with Brackets, Powers and RootsNot started yet
- 7Evaluating Fractional Expressions with Implicit GroupingNot started yet
- 8Order of Operations with Decimal NumbersNot started yet
- 9Order of Operations with Negative Numbers and BracketsNot started yet
Standards Covered
- MTH 4-03bCurriculum for Excellence · Math · Early Level (P1) · KindergartenI have investigated how introducing brackets to an expression can change the emphasis and can demonstrate my understanding by using the correct order of operations when carrying out calculations.
- MTH 4-06aCurriculum for Excellence · Math · Early Level (P1) · KindergartenI have developed my understanding of the relationship between powers and roots and can carry out calculations mentally or using technology to evaluate whole number powers and roots, of any appropriate number.
Curriculum Framework
Kindergarten · Math · Curriculum for Excellence
1
9 lessons
Measurement Precision and Tolerance Specifications
Understand measurement error, apply rounding rules to significant figures and decimal places, and interpret tolerance specifications in practical contexts.
2
9 lessons
Upper and Lower Bounds in Applied Calculations
Determine measurement bounds and calculate maximum and minimum values in arithmetic, compound measures, and real-world engineering and safety scenarios.
3
9 lessons
Mastering the Order of Operations with Brackets and Powers
Develop calculation fluency across standard arithmetic hierarchy, nested brackets, fraction bars, decimals, and negative numbers.
4
6 lessons
Applying Order of Operations to Problem Solving and Formulas
Formulate, troubleshoot, and evaluate multi-step mathematical expressions and real-world formulas using brackets and proper precedence.
5
7 lessons
Powers, Squares, and Roots
Evaluate integer powers, square roots, cube roots, and higher roots mentally and using technology, understanding their inverse relationships.
6
6 lessons
Laws of Indices
Understand and apply index laws including zero, negative, product, quotient, and power-of-a-power rules to simplify numerical and algebraic expressions.
7
4 lessons
Equations and Applications of Powers and Roots
Solve equations involving powers and roots and apply these concepts to geometric area, volume, and practical modeling problems.
8
8 lessons
Understanding and Writing Scientific Notation
Understand powers of 10 and fluently convert, compare, and order very large and very small quantities in scientific notation.
9
8 lessons
Operations and Applications of Scientific Notation
Perform arithmetic operations on numbers in scientific notation and solve real-world problems involving extreme scientific scales.
10
5 lessons
Adding and Subtracting Fractions and Mixed Numbers
Master fraction conversions, common denominators, and addition and subtraction of fractions and mixed numbers in applied contexts.
11
7 lessons
Fraction Multiplication and Multi-Step Applications
Multiply fractions and mixed numbers, interpret multiplication as scaling, and solve multi-step geometric and practical problems.
12
11 lessons
Fractions, Decimals, and Percentages: Equivalence and Strategic Choices
Choose strategically between fraction, decimal, and percentage representations to calculate efficiently, compare values, and make informed real-world decisions.
13
9 lessons
Direct and Inverse Proportion
Analyze, calculate, and graph directly and inversely proportional relationships across financial, practical, and algebraic contexts.
14
6 lessons
Compound Measures and Scale Factors
Solve real-world problems involving compound units (speed, density, pressure) and apply linear, area, and volume scale factors.
15
10 lessons
Mathematical Problem Solving in Unfamiliar Contexts
Identify structural similarities across mathematical domains to select appropriate operations and carry out multi-step solutions in unfamiliar situations.