1
Q
What is a general equation?
A
Where we don’t know what c is
2
Q
What is a particular solution?
A
Where we do know what c is
3
Q
How do you approach differential equations?
A
separate the variable
equal to each other
integrate both sides
right side has + c
A level MATHS
flashcards
Decks in class (59)
# Cards
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Discriminant7
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Probability13
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Simple exponential problems2
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Simultaneous Equations8
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Lines8
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Circles5
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Circle theorems4
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Numerical measures11
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Proof9
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Factor theorem1
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Transformations9
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Binomial distribution5
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Differentiation4
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Increasing and decreasing functions4
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Velocity-time graphs21
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Trigonometry21
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Forces7
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Binomial Expansion1
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Sequences12
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Functions14
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Composite transformations1
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Radians1
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Solving equations in radians4
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Arc length and Area of sector4
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Small Angles Approximations5
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Reciprocal Trig Functions8
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Trig Identities5
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Correlation/ Correlation Hypothesis Testing32
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Modelling with the Binomial Distribution7
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Normal approximation to the binomial10
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Hypothesis testing for P of binomial10
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Compound Angle Identities12
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Double Angle Formulae7
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Harmonic Form17
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Shapes of functions7
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Differentiation Year 13 (Chain, Quotient, Product rule)16
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Constant Acceleration9
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Projectiles8
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Variable Acceleration (2D)7
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Derivative of tanx, Cosecx, Secx, Cotx9
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Reciprocal of dy/dx & derivative of trig functions13
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Implicit differentiation3
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Parametric equations5
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Integration and areas1
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Integrals of the form ∫ f'(x) / f(x) dx1
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Integration by substitution2
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Integration by parts2
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Partial Fractions5
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Differential Equations3
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Change of sign method3
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The Newton-Raphson Iterative Method1
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Trapezium rule4
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Proof Y134
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Normal Distribution1
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Large Data Sets19
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Statistics11
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Parametric integration1
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Sampling14
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Reciprocal trig functions6
