Pure Maths Flashcards

1
Q

State the Quadratic Formula

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2
Q

State the discriminant formula and give 3 possible equations

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3
Q

What formula do you use to find the distance between two points?

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4
Q

What’s another way of finding the equation of the line?

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5
Q

What is the gradient of the perpendicular line?

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6
Q

The 4 laws of indices which are in the same base

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7
Q

The 4 laws of indices with any rational power

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8
Q

The 2 equations of a circle

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9
Q

The formula of finding the equation of the circle?

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10
Q

Formula of finding the centre coordinates using the circle equation:

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11
Q

The formula of finding the radius of the circle using the circle equation

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12
Q

How do you use the factor theorem?

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13
Q

What are the 2 ways of doing proof in year 1 pure?

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14
Q

What is the binomial formula?

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15
Q

State the cosine rule?

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16
Q

What is the cosine rule in terms of finding the angle?

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17
Q

State the sin rule in terms of finding the side

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18
Q

State the sine rule in terms of finding the angle?

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19
Q

How do you find another angle solution with the sine rule?

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20
Q

Using the CAST rule, can you find the angle solutions?

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21
Q

What equation involves sin^2x, cos^2x and 1?

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22
Q

What equation involves sinx, cosx and tanx?

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23
Q

What is the derivative equation?

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24
Q

What is the integration formula?

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25
What are the 3 laws of logarithms?
26
Find an equation in which you get an exponential but you convert it back it its normal value
27
What equation involves log y and log x?
28
What equation involves log y and x?
29
How do you do partial fractions?
30
How do you sketch “y = |f(x)|”
31
How do you sketch “y = f(|x|)”?
32
State the formula of the arithmetic sequence
33
Give two ways to present an arithmetic series equation
34
State the formula of the geometric sequence
35
State the formula for a geometric series
36
State the convergent geometric series
37
What formula helps you find the arc length?
38
State the formula of finding a sector of the circle’s area
39
State the formula of finding the area of the segment of a circle
40
State the 3 small angle formula’s
41
What formula involves tan^2x, sec^2x and 1?
42
What formula involves cosec^2x, cot^2x and 1?
43
State the domain and range of arcsin
44
State the domain and range for arccos
45
State the domain and range for arctan
46
State the 3 main compound angle formulas’
47
State the 3 main double-angle formulas’
48
How to approach simplifying a cos x +/- b sin x
49
State the differentiation of sin (kx)
50
State the differentiation of cos (kx)
51
State the differentiation of e^kx
52
State the differentiation of ln |x|
53
State how you do chain rule
54
What is dx/dy relationship to dy/dx
55
State the product rule formula
UV’ + VU’
56
State the quotient rule formula
(VU’ - UV’)/(V^2)
57
State the differentiation of tan (kx)
58
State the differentiation of cosec (kx)
59
State the differentiation of sec (kx)
60
State the differentiation of cot (kx)
61
State the differentiation of arcsin x
62
State the differentiation of arccos x
63
State the differentiation of arctan x
64
State the formula for differentiating parametric equations
65
What does it mean when a function is concave?
66
What does it mean when a function is convex?
67
State all the 9 basic formula’s for integration
68
How do you integrate f(ax+b)?
69
How do you integrate k(f’(x)/f(x)) dx using reverse chain rule?
Try ln|f(x)|
70
How do you integrate k f’(x)(f(x))^n dx?
Try (f(x))^n+1