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GCSE Edexcel Maths Higher 100% GRADE A+ GUARANTEED

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area of a circle surface area of a sphere surface area of a cone πr x slanted length x πr^2 volume of cone volume of a sphere area of trapezium 1/2(a+b) x height circumference of a circle π x d volume of a cuboid l x w x h volume of a cylinder volume of a pyramid 1/3 x area of base x h distance speed x time density mass/volume pressure force/area Pythagoras' Theorem a^2 + b^2 = c^2 Quadratic equation when ax^2 + bx + c = 0 Sine rule a/sinA = b/sinB = c/sinC Cosine rule Area of a triangle 1/2 x a x b x sinC area of a sector angle/360 x area of full circle segment area sector area - area of triangle x angles equal corresponding angles equal alternate angles equal co-interior angles add to 180 total of exterior angles 360 1 exterior angle 360/number of sides sum of interior angles (sides - 2) x 180 sin/cos/tan 45, lengths= sin/cos/tan 30 or 60, lengths= a^m x b^n ab^m+n a^m / b^n a/b^m-n a^0 1 a^1 a (a^m)^n a^mxn (a/m)^n a^n/m^n a^-m 1/a^m a^1/m ^m√a a^m/n (^n√a)^m 3D Pythagoras' theorem a^2 + b^2 + c^2 = d^2 when to use cosine rule 2 sides and an angle enclosed by them all 3 sides no angle when to use sine rule 2 angles any side 2 sides and an angle thats not enclosed by them inverse functions replace x's with y's and make everything equal to x make y the subject replace the y with f^-1(x) y=f(x)+a translation in the y-axis (move up or down by the amount of a eg. +2 = move up 2) y=f(x+a) translation in the x-axis (but if it says +2 move down 2 ITS OPPOSITE!!) y=f(xa) stretch in the x direction (leaving the y values unchanged) by a factor of 1/a y=f(x/a) stretch in the x direction (leaving the y values unchanged) by a factor of a y=-f(x) reflection in the x-axis y=f(-x) reflection in the y-axis ∉ not a member of a set ∈ member of a set ξ universal set (all the numbers in the Q) ∪ union (combination of all members of each set in question) ∩ intersect (all numbers that are members of exclusively both sets in question) ' Everything NOT in the set √a x √b √a x b √a / √b √a/b √a + √b DO NOTHING a/ √b a/√b x √b/√b = a√b/b 'exact value' meaning surd form when to use quadratic formula if it wont factorise if the question mentions decimal places or significant figures dividing fractions KEEP TIMES SWITCH- KTS common denominator is also.... something both denominators divide into fibonacci sequence adding together the 2 previous terms how to know if 2 lines are perpendicular if gradient is m perpendicular will be -(1/m) cubic graph reciprocal graph (positive) exponential graph gradient vertical/horizontal or ycoord/xcoord estimated gradient of a curve tangent to curve (meets curve at point your trying to find) then calculate gradient CONTINUED......

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GCSE Edexcel Maths Higher 100%
GRADE A+ GUARANTEED

area of a circle
surface area of a sphere
surface area of a cone
πr x slanted length x πr^2
volume of cone
volume of a sphere
area of trapezium
1/2(a+b) x height
circumference of a circle
π x d
volume of a cuboid
l x w x h
volume of a cylinder
volume of a pyramid
1/3 x area of base x h
distance
speed x time
density
mass/volume
pressure
force/area
Pythagoras' Theorem
a^2 + b^2 = c^2
Quadratic equation
when ax^2 + bx + c = 0
Sine rule
a/sinA = b/sinB = c/sinC
Cosine rule
Area of a triangle
1/2 x a x b x sinC
area of a sector
angle/360 x area of full circle
segment area
sector area - area of triangle
x angles
equal
corresponding angles
equal

,alternate angles
equal
co-interior angles
add to 180
total of exterior angles
360
1 exterior angle
360/number of sides
sum of interior angles
(sides - 2) x 180
sin/cos/tan 45, lengths=
sin/cos/tan 30 or 60, lengths=
a^m x b^n
ab^m+n
a^m / b^n
a/b^m-n
a^0
1
a^1
a
(a^m)^n
a^mxn
(a/m)^n
a^n/m^n
a^-m
1/a^m
a^1/m
^m√a
a^m/n
(^n√a)^m
3D Pythagoras' theorem
a^2 + b^2 + c^2 = d^2
when to use cosine rule
2 sides and an angle enclosed by them
all 3 sides no angle
when to use sine rule
2 angles any side
2 sides and an angle thats not enclosed by them
inverse functions
replace x's with y's and make everything equal to x
make y the subject
replace the y with f^-1(x)
y=f(x)+a

, translation in the y-axis (move up or down by the amount of a eg. +2
= move up 2)
y=f(x+a)
translation in the x-axis (but if it says +2 move down 2 ITS
OPPOSITE!!)
y=f(xa)
stretch in the x direction (leaving the y values unchanged) by a
factor of 1/a
y=f(x/a)
stretch in the x direction (leaving the y values unchanged) by a
factor of a
y=-f(x)
reflection in the x-axis
y=f(-x)
reflection in the y-axis

not a member of a set

member of a set
ξ
universal set (all the numbers in the Q)

union (combination of all members of each set in question)

intersect (all numbers that are members of exclusively both sets in
question)
'
Everything NOT in the set
√a x √b
√a x b
√a / √b
√a/b
√a + √b
DO NOTHING
a/ √b
a/√b x √b/√b = a√b/b
'exact value' meaning
surd form
when to use quadratic formula
if it wont factorise
if the question mentions decimal places or significant figures
dividing fractions
KEEP TIMES SWITCH- KTS
common denominator is also....
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