Formuas Flashcards

1
Q

What button do you use to the binomial theorem

A

nCr

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2
Q

How do you integrate?

A

Increase power by 1 then divid by new power

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3
Q

What do you need to remember when intergrating?

A

+C

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4
Q

How do you find the area under a curve?

A

Integration

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5
Q

How do you find the area enclosed by a curve?

A

Find the points of intersection

Integrate

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6
Q

what do you use the trapezium rule for?

A

An approximation of the area under a curve

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7
Q

What do you need to complete the trapezium rule

A

2 sides to make a trapzium

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8
Q

What are radians

A

Units to measure angles

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9
Q

How do you turn radians into degrees?

A

X 180degrees/pi

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10
Q

How do you change degrees into radians

A

X pi/180degrees

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11
Q

What are the 4 types of sequences

A

Convergent
Divergent
Oscillatic
Periodic

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12
Q

What are convergent sequences

A

When n increase into infinity UN stops has a limit of a number

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13
Q

What are divergent sequences

A

When n increases to infinity un increases to infinity

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14
Q

What are oscillatic sequences

A

When the value fluctuates between two values

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15
Q

What is a periodic sequences

A

When the sequence repeats the same values over a set period

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16
Q

What is an arithmetic progression

A

A sequence of numbers in which any term can be obtained from the previous term by adding a certain number called the common difference

17
Q

What is an arithmetic series?

A

The sum of an AP

18
Q

How do you find the limit of a sequence

A

Algebra

19
Q
6   Which is the last n value
-
\
/    2n
-
N=1
A

6

20
Q
6.       What is the formula
-
\
/    2n
-
N=1
A

2N

21
Q
6.   What is the first term
-
\
/    2n
-
N=1
A

N=1

22
Q

What is a geometric progression

A

A series where each term is obtained by multiplying the previous term by a constant number

23
Q

How do you find the common ratio?

A

2nd term/ a

24
Q

What is the equation for geometric progressions?

A

UN +1 = a X r^n-1

25
Q

What is the sum of a geometric progression when r>1

A

Sn= a (r^n-1)/ r-1

26
Q

When do you use remainder theorem

A

When the remainder = 0

27
Q

What does factor theorem show us

A

The X intercepts

28
Q

What’s the trapezium equation

A

1/2 X (a+b) x h

29
Q

What’s the equation for area in radians

A

1/2 r^2 Q

30
Q

What’s the perimeter in radians

A

R (Q +2)

31
Q

What’s the arc length in radians

A

A= rQ