Essential Flashcards

1
Q

5 Sampling Methods

A
  1. Simple Random Sampling
  2. Stratified Sampling
    Sample from the groupeds
  3. Cluster Sampling
    Sample the groupeds
  4. Systematic Sampling
    k≈N/n (round down)
    N: Population ct.
    n: Sample ct.
  5. Convenience Sampling
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2
Q

When constructing
Freq. Distribution

How to determine
Number of Classes
& Class Width

A

Useful guide:
2ᵏ > n
→ k > ㏑n/㏑2
(Round UP)

Width = (Max - Min) / k

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3
Q

Chebyshev’s Theorem:
Non-Normal Proportion Data Set
How to find k in
μ ± kσ or
xbar ± ks

A

% ≥ 1- 1/k²

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4
Q

Chebyshev’s Theorem:
Empirical Rule

when:
μ ± 1σ
μ ± 2σ
μ ± 3σ

A

68%
95%
99.7%

(μ@middle)

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5
Q

In Discrete Probability Distribution

Mean
&
Variance

A

Mean μ = E(x)
= ∑ [ P(x)·x ]

Variance σ²
= ∑ [ P(x)·(x-μ)² ]

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6
Q

In Binomial Probability Formula

Mean μ
&
Variance σ²

A

Mean
μ = n·p

Variance
σ² = n·p·q

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7
Q

In Poisson Probability Distribution

Mean μ = E(x)
&
Variance σ²

A

Mean
λ = μ = E(x)
= n·p

Variance
λ = σ²
= n·p·q

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8
Q

P(A | B) =

A

Given B has occurred

P(A & B)
P(A | B) =—————
P(B)

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