|
Order of Operations
|
| BM1 |
Bodmas / Bidmas 1
|
| BM2 |
Bodmas / Bidmas 2
|
CALA |
Calculator Assessments |
|
|
|
|
|
Converting Units
|
| CU1 |
Converting Units 1 Km, m, cm, mm
|
| CU2 |
Converting Units 2 Km, m, cm, mm
|
| CU3 |
Converting Units 3 Km, m, cm, mm
|
| CU4 |
Converting Units 4 Kg to g to mg and back
|
| CU5 |
Converting Units 5 Litres to mL to cL and back
|
| CU6 |
Converting Units 6 converting from volume (measured in m3, cm3) to capacity (measure in L and mL)
|
|
|
|
|
|
Negative Numbers
|
| NEGN1 |
Negative numbers 1
|
| NEGN2 |
Negative numbers 2 eg (-3) - (-2)
|
| NEGN3 |
Negative numbers 3 eg -3 - -2
|
| NEGN4 |
Negative numbers 4 eg 3 - 6 - 1 + 5 |
| NEGN5 |
Negative numbers 5 eg -3 x 3 Multiplicatioon Grid
|
| NEGN6 |
Negative numbers 6 eg -1 x -1 x -1 x -1 x -1 x -1 -(2)2 x -(2)2 x -(2)2
|
| TC |
Temperature Change eg Finding the temperature change (-3 oC, 2oC)
and finding the new temperature (-3 oC rises by 5 oC)
|
|
|
|
|
|
|
|
|
Fractions
|
| EF1 |
FRACTIONS-Equivalent Fractions
|
| IFMN1 |
FRACTIONS-Improper fractions to mixed numbers 1
|
| IFMN2 |
FRACTIONS-Improper fractions to mixed numbers 2
|
| MNIF |
FRACTIONS-Mixed Number to Improper fraction
|
| FQ1 |
FRACTIONS-Fractions of Quantities 1
|
|
FA1 |
FRACTIONS-Addition of Fractions 1
|
|
FA2 |
FRACTIONS-Addition of Fractions 2
|
|
FS1 |
FRACTIONS-Subtraction of Fractions 1
|
|
FS2 |
FRACTIONS-Subtraction of Fractions 2
|
|
FM1 |
FRACTIONS-Multiplications of Fractions 1
|
|
FM2 |
FRACTIONS-Multiplications of Fractions 2
|
|
|
|
|
|
Powers, Squares, Cubes, Square Roots, Cube Roots and Index Notation
|
| POW1 |
Powers and Square Roots 1 Multiple Choice
|
| POW2 |
Powers and Square Roots 2 Multiple Choice
|
| POW3 |
Powers and Square Roots 3 Multiple Choice
|
| POW4 |
Powers 4 Multiple Choice
|
| POW5 |
Powers 5 Multiple Choice
|
| POW6 |
Powers 6 Knowing your Square and Cube values
|
| POW7 |
Powers 7 Knowing your Square Root and Cube Root values
|
| IN1 |
Index Notation 1
|
| IN2 |
Index Notation 2
|
|
|
|
|
|
Multiplication and Division by Powers of 10
|
| M10D1 |
Multiplying and Dividing by powers of 10 eg 10, 100 (102), 1000 (103)
|
| M10D2 |
Multiplying and Dividing by powers of 10 eg 0.1 (10-1), 0.01 (10-2), 0.001 (10-3)
|
|
|
|
|
|
Multiples, Factors, HCF, LCM, Prime Numbers and Prime factors
|
| HCF |
Highest Common Factor
|
| LCM |
Lowest Common Multiple
|
| PF |
Prime Factors eg 42 = 2 x 3 x 7
|
|
|
|
|
|
Multiplication and Division
|
| LM1 |
Long Multiplication
|
| LM2 |
Long Multiplication
|
| LMD |
Long Multiplication with decimal numbers
|
|
|
|
|
|
Percentages
|
| PER1 |
Percentages 1 Changing Percentages to fractions and decimals
|
| PER2 |
Percentages 2 Changing fractions and decimals to Percentages
|
| PER3A |
Percentages 3 A Finding the percentage of a quantity eg 15% of 40
|
| PER3B |
Percentages 3 B Finding the percentage of a quantity eg 44% of 442 Similar to 3A but more difficult numbers. Need a calculator
|
| PER4A |
Percentages 4 A Finding one quantity as a percentage of another quantity eg What is 34 out of 85 as a percentage?
|
| PER4B |
Percentages 4 B Similar to 4A but more difficult numbers. Need a calculator
|
| PER5 |
Percentages 5 Decimal Multiplier 20% increase = 1.2
20% decrease = 0.8 |
|
|
|
|
|
Rounding including Decimal Places and Significant Places
|
| RN1 |
Rounding Numbers
|
| DP |
Decimal Places answering to 1, 2 and 3 decimal places
|
| SF |
Significant Figures answering to 1, 2 and 3 significant figures
|
|
|
|
|
|
|
|
|
Speed including distance-time graphs
|
| SP1 |
Speed 1 Using Speed Formula
|
| SDT1 |
Speed using Distance-Time graphs
|
|
|
|
|
|
|
|
|
Standard Form
|
|
|
|
|
|
|
|
|
Ratios
|
| Ratio1 |
Ratios 1
|
| Ratio2 |
Ratios 2
|
|
|
|
|
|
General Numbers
|
| DFP1 |
Decimals to Fractions to Percentages and back
|
| DISC |
Distance Chart mileage between towns
|
| RS1 |
Reading Scales 1
|
| WD |
Words to Digits eg one million, two hundred and ninety-three thousand, four hundred and twenty nine = 1293429
|
|
|
Simplifying
|
| SIMP1 |
Simplifying Algebra Multiple Choice
|
|
|
Expanding Brackets
|
| EB1A |
Expanding Brackets 1A eg 2(x + 6) Multiple Choice
|
| EB1B |
Expanding Brackets 1B eg -2(x - 6) Multiple Choice
|
| EB1C |
Expanding Brackets 1C eg 2(x2 - 6b) Multiple Choice
|
|
EB2 |
Expanding Brackets 2 eg 2y(3x - 4) Multiple Choice
|
|
EB3 |
Expanding Brackets 3 eg 2a2(4a2 + 3a + 1) Multiple Choice
|
|
EB4 |
Expanding Brackets 4 eg 4d + 2(d + 6) - 2 Multiple Choice
|
|
EB5 |
Expanding Brackets 5 eg 2(x + 5) + 4(x + 2)
|
|
EB6 |
Expanding Brackets 6 eg 2(x + 5) - 4(x - 2)
|
|
EB7A |
Expanding Brackets 7 A eg (x + 2)(x + 4) + in both brackets
Multiple Choice
|
|
EB7B |
Expanding Brackets 7 B eg (x - 2)(x - 4) negative in both brackets
Multiple Choice
|
| EB7C |
Expanding Brackets 7 C eg (x - 2)(x + 4) positive in one bracket;negative in the other bracket Multiple Choice
|
| EB8A |
Expanding Brackets 8 A eg (2x - 2)(3x + 4) |
|
|
Factorisation
|
|
FIS1 |
Factorisation 1 eg 2m + 8 answer 2(m + 4) Multiple Choice
|
|
FIS2 |
Factorisation 2 eg 2p2 + 10p answer 2p(p + 5) Multiple Choice
|
|
|
Expressions
|
|
AEXS1 |
Solving Algebraic Expressions 1 4a + 1 = ? if a = 3
|
|
AEXS2 |
Solving Algebraic Expressions 2 10 + 3x = ? if x = 2.5
|
|
AEXS3 |
Solving Algebraic Expressions 3 m(8 -n) = ? if m = 3 and n = 5
|
|
AEXS4 |
Solving Algebraic Expressions 4 2p2 - c = ? if p = 3 and c = 4
|
|
|
Solving Equations
|
|
AEQS1 |
Solving Algebraic Equations 1 x + 1 = 5
|
|
AEQS2 |
Solving Algebraic Equations 2 2x + 4 = 6
|
|
AEQS3 |
Solving Algebraic Equations 3 5x - 4 = 2x + 8
|
|
AEQS4 |
Solving Algebraic Equations 4 3(2x - 1) = 27
|
|
AEQS5 |
Solving Algebraic Equations 5 4(10 - x) - 4 = 40
|
|
AEQS6 |
Solving Algebraic Equations 6 2(x + 2) + 3(x + 1) = 17
|
|
|
Sequences
|
| SQ1 |
Sequences 1 finding the Nth term
|
| SQ2 |
Sequences 2 finding the Nth term More difficult than SQ1
|
| SQ3 |
Sequences 3 Matching the Nth term to a sequence of numbers
|
|
|
Graphs
|
| CORD1 |
Coordinates 1 Coordinates in the 4 quadrants
|
| CORD2 |
Coordinates 2 3-D Coordinates (x, y, z)
|
| COG |
Coordinates giving gradients
|
| GG1 |
Gradient-Graph 1 Finding gradients from graphs
|
| GG2 |
Gradient-Graph 2 Finding gradients from graphs. ; Some negative gradients
|
|
TABV1 |
Tabulating Results for some algebraic expression. eg 4x - 10
|
|
TABV2 |
Tabulating Results for some algebraic expression. Same idea as TABV1 but expressions are much more difficult. eg
x3 + 2x2 + 5
|
|
YMXC |
Equation of straight line using ; y = mx + c
|
