Question 3 a) List four basic sampling types. (4 marks) b) Explain Central Limit Theorem and how it applies to Population I, II and III in Table 3. Table 3: Central Limit Theorem for Population I, II and III \table[[,Population I,Population II,Population III],[\table[[Population],[Distribution]],,,],[\table[[Sampling Distribution],[of
\bar{x}
,],[
(n
)
=
(
2)

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Question 3 a) List four basic sampling types. (4 marks) b) Explain Central Limit Theorem and how it applies to Population I, II and III in Table 3. Table 3: Central Limit Theorem for Population I, II and III \table[[,Population I,Population II,Population III],[\table[[Population],[Distribution]],,,],[\table[[Sampling Distribution],[of

\bar{x}

,],[

(n

)

=

(

2)

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