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Edexcel IGCSE Maths EXAM WITH 100% CORRECT ANSWERS Edexcel Pure Maths:exam with 100% correct answers
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[Show more]Max/min 
Maximum value for division of bounds 
 
 
 
Min/max 
Minimum value for division of bouns 
 
 
 
That the power on both numbers is the same 
When adding and subtracting standard form numbers what do you need to ensure? 
 
 
 
dn + (a-d) 
Nth term formula 
 
 
 
The common difference 
what do...
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Add to cartMax/min 
Maximum value for division of bounds 
 
 
 
Min/max 
Minimum value for division of bouns 
 
 
 
That the power on both numbers is the same 
When adding and subtracting standard form numbers what do you need to ensure? 
 
 
 
dn + (a-d) 
Nth term formula 
 
 
 
The common difference 
what do...
Solving Simultaneous Equations: Elimination Method 
Multiple one, or both, of the equations by suitable multiplier, until they have a matching number of x's or y's 
 
2 variants of method: 
If the matching terms have one + and one - signs, then use add equations. 
If signs are the same then subtra...
Preview 1 out of 4 pages
Add to cartSolving Simultaneous Equations: Elimination Method 
Multiple one, or both, of the equations by suitable multiplier, until they have a matching number of x's or y's 
 
2 variants of method: 
If the matching terms have one + and one - signs, then use add equations. 
If signs are the same then subtra...
integrate sinx 
-cosx + c 
 
 
 
integrate cosx 
sinx + c 
 
 
 
integrate sec^2 x 
tanx + c 
 
 
 
integrate cosecxcotx 
-cosecx + c 
 
 
 
integrate cosec^2x 
-cotx + c 
 
 
 
integrate secxtanx 
secx + c 
 
 
 
cot^2 x 
cosec^2 x- 1 
 
 
 
tan^2 x 
sec^2 x - 1 
 
 
 
sin^2 x 
1 - cos^2 x 
 
 
 
s...
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Add to cartintegrate sinx 
-cosx + c 
 
 
 
integrate cosx 
sinx + c 
 
 
 
integrate sec^2 x 
tanx + c 
 
 
 
integrate cosecxcotx 
-cosecx + c 
 
 
 
integrate cosec^2x 
-cotx + c 
 
 
 
integrate secxtanx 
secx + c 
 
 
 
cot^2 x 
cosec^2 x- 1 
 
 
 
tan^2 x 
sec^2 x - 1 
 
 
 
sin^2 x 
1 - cos^2 x 
 
 
 
s...
F shape angle (parallel lines) 
Corresponding 
 
 
 
Z shape angle (parallel lines) 
Alternate 
 
 
 
Opposite angles (parallel lines) 
Opposite 
 
 
 
Multiply (rules of indices) 
Add powers 
 
 
 
Divide (rules of indices) 
Subtract powers 
 
 
 
Bracket (rules of indices) 
Multiply powers 
 
 
 
...
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Add to cartF shape angle (parallel lines) 
Corresponding 
 
 
 
Z shape angle (parallel lines) 
Alternate 
 
 
 
Opposite angles (parallel lines) 
Opposite 
 
 
 
Multiply (rules of indices) 
Add powers 
 
 
 
Divide (rules of indices) 
Subtract powers 
 
 
 
Bracket (rules of indices) 
Multiply powers 
 
 
 
...
What are the turning point co-ordinates in f(x)=a(x+p)^2 +q 
(-p,q) 
 
 
 
How many roots are there if the discriminent > 0? 
Two distinct roots 
 
 
 
How many roots are there if the discriminent = 0? 
One/repeated root 
 
 
 
How many roots are there if the discriminent < 0? 
no real roots 
...
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Add to cartWhat are the turning point co-ordinates in f(x)=a(x+p)^2 +q 
(-p,q) 
 
 
 
How many roots are there if the discriminent > 0? 
Two distinct roots 
 
 
 
How many roots are there if the discriminent = 0? 
One/repeated root 
 
 
 
How many roots are there if the discriminent < 0? 
no real roots 
...
Quadratic Formula 
 
 
 
Domain 
The set of possible inputs for a function. 
 
 
 
Range 
The set of possible outputs of a function. 
 
 
 
Discriminant 
b² - 4ac > 0 then two distinct real roots. 
 
b² - 4ac = 0 then one repeated real root. 
 
b² - 4ac < 0 then a quadratic function has no ...
Preview 2 out of 6 pages
Add to cartQuadratic Formula 
 
 
 
Domain 
The set of possible inputs for a function. 
 
 
 
Range 
The set of possible outputs of a function. 
 
 
 
Discriminant 
b² - 4ac > 0 then two distinct real roots. 
 
b² - 4ac = 0 then one repeated real root. 
 
b² - 4ac < 0 then a quadratic function has no ...
Quadratic Formula 
 
 
 
Domain 
The set of possible inputs for a function. 
 
 
 
Range 
The set of possible outputs of a function. 
 
 
 
Discriminant 
b² - 4ac > 0 then two distinct real roots. 
 
b² - 4ac = 0 then one repeated real root. 
 
b² - 4ac < 0 then a quadratic function has no ...
Preview 2 out of 6 pages
Add to cartQuadratic Formula 
 
 
 
Domain 
The set of possible inputs for a function. 
 
 
 
Range 
The set of possible outputs of a function. 
 
 
 
Discriminant 
b² - 4ac > 0 then two distinct real roots. 
 
b² - 4ac = 0 then one repeated real root. 
 
b² - 4ac < 0 then a quadratic function has no ...
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