736498
maths
- number
- prime factors
- square number and cubes
- bidmas
- index laws
- using a calculator
- prime factors
- expressions and sequences
- collecting like terms
- substitution
- index laws
- fractional and negative powers
- term to term rule
Anmerkungen:
- the difference between each value in the sequence
- nth term
- collecting like terms
- fractions
- adding and subtracting fractions
- multiplying fractions and mixed numbers
- dividing fractions and mixed numbers
- adding and subtracting fractions
- decimals
- convering to fractions
- arthimetic using decimals
- rounding decimals
- significant figures
- estimates with decimals
- manipulating decimals
- convert recurring into fractions
- upper and lower bounds
- bounds of an expression
- convering to fractions
- angles and polygons
- angle properties of parallel lines
- proving angles of triangles and quadrilaterals
- using abges of triangles and quadrilaterasl
- angles of elevation and depression
- bearings
- using angles to solve problems
- polygons
- angle properties of parallel lines
- collecting data
- stratified sampling
- questionnaires
- two ways tables
- sources of bias
- secondary data
- stratified sampling
- measure
- converting units
- compound measures
- speed
- density
- converting units
- congruency, symmetry, similarity
- congruent triangles
- symmetry in 2d shapes
- symmetry in special shapes
- recognising similar shapes
- similar triangles
- congruent triangles
- expanding and factorising
- expanding brackets
- factorising by taing out common factors
- expanding product of 2 brackets
- factorising quadratics
- expanding brackets
- area and volume
- cicumference of a circle
- area of triangle, paralleograms and trapeziums
- draw 3D shapes
- elevation and plans
- volume of a cuboid
- volume of a prism
- volume of a cylinder
- sectors of circles
- units of area
- volume of a pyramid and cone
- volume of a sphere
- surface area of a prism
- coordinates of 3D
- problems involving circles in terms of pi
- cicumference of a circle
- average and range
- Mode
- mean
- median
- using 3 types of averages
- frequency tables to find average
- modal class and median of grouped data
- estimate mean group of data
- range, quartiles and interquartiles
- Mode
- constructions and loci
- constructing triangles
- perpendicular lines
- construct and bisect angles
- loci
- regions
- scale drawings and maps
- constructing triangles
- linear equations
- solve simple equations
- solve equations with brackets
- solve equations with unknown on both sides
- solve equations containing fractions
- set up and solve simple linear equations
- diference between equation, formula and expression
- solve simple equations
- percentages
- working out percentage of a quantity
- new amount of percentage increase or decrease
- compund interest
- reverse percentages
- working out percentage of a quantity
- graphs
- midpoint of a line segment
- gradient and y-intercept of a straight line
- y=mx+c
- parallel and prependicular line
- real life graphs
- draw straight line by plotting points
- midpoint of a line segment
- ratio and proportion
- simple ratio
- solving ratio problems
- sharing a quanitty in a given ratio
- use direct proportion
- inverse proportion
- writing statements of proportionality and formulae
- problems involving square and cubis proportionality
- problems involving inverse proportion
- simple ratio
- transormations
- using translations
- transform shapes using reflection
- transfrom shapes using rotation
- enlargements and scale factors
- contributions of transformations
- using translations
- processing and interpreting data
- producing pie charts
- stem and leaf
- bar charts
- histograms
- draw and use polygons
- draw and use histograms with unequal class intervals
- draw and use cummulative frequency graphs
- find quartiles from cummulative frequency
- draw and interpret box polts
- producing pie charts
- inequalities and formulae
- represent equalities on a number line
- solveinequalities with 1 variable
- find integer solution to inequalities with 1 variable
- solve graphically several inequalities with 2 variables
- using formulae
- deriving an algebraic formula
- change the subject of the formula
- change the subject of a complex formulae
- represent equalities on a number line
- pythagorus theroem and trogonometry
- pythagorus theorem
- apply pythagorus theorem
- fiind the length of a line segment
- trigonometry in a right angled triangle
- lengths of sides using trigonometry
- 3D
- angle between a line and a plane
- trigonometric ratios for any angle
- find the area of a triangle using 1/2absinc
- the sine rule
- using the sine rule to calculate an angle
- using the sine rule to calculate an angle
- the cosine rule
- using the cosine rule to calculate and angle
- using the cosine rule to calculate and angle
- use trigonometry to solve problems
- pythagorus theorem
- equations
- solve simulaneous equations
- setting up equations with 2 unknowns
- using graps to solve simultaneous equations
- solve quadratics by factorising
- completing the square
- solve quadratics by completing the square
- solve quadratics using the formula
- solve fraction equations leadin to quadratics
- set up and slove quadratics
- construct graphs of simple loci
- solve when one is linear and one quadratic
- solve when one in linear and one a circle
- solve simulaneous equations
- indices, standard form and surds
- using zero and negative powers
- using standard form
- fractional indices
- surds
- using zero and negative powers
- line diagrams and scatter graphs
- draw and use line graphs
- draw and use scatter graphs
- recognise correlation
- line of best fit
- use lines of best fit to make predictions
- draw and use line graphs
- similar shapes
- area of similar shapes
- volumes of similar shapes
- lengths, areas and volumes of similar shapes
- area of similar shapes
- probability
- writing probability as numbers
- mutually exclusive outcomes
- estimate probability from relative frequency
- finding the expected number of outcomes
- independant events
- probability tree diagrams
- conditional probability
- writing probability as numbers
- transformations of functions
- using function notation
- translations on a curve parallel to the axis
- stretching a curve parallel to the axis
- rotation about the origin and reflection in the axis
- using function notation
- circle geometry
- isoceles triangle in a circle
- tangents to a circle
- circle theorems
- more circle theorems
- isoceles triangle in a circle
- adding fractions and algebraic proof
- simplify algebraic fractions
- add and subtract algebraic fractions
- multiplying and dividing algebraic fractions
- algebraic proof
- simplify algebraic fractions
- vectors
- vectors and notation
- the magnitude of a vector
- addition of vectors
- parallel vectors
- solving geometric problems in 2D
- vectors and notation
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