Questions: Match the name of the sampling method descriptions given. Situations - dividing the population by Gender, and choosing 30 people of each gender - pulling 50 names from a hat - asking people on the street - randomly select two tables in the cafeteria and survey all the people at those two tables - surveying every 3rd driver coming through a tollbooth Sampling Method a. Systematic b. Simple Random c. Convenience d. Stratified e. Cluster

Match the name of the sampling method descriptions given.
Situations
- dividing the population by Gender, and choosing 30 people of each gender
- pulling 50 names from a hat
- asking people on the street
- randomly select two tables in the cafeteria and survey all the people at those two tables
- surveying every 3rd driver coming through a tollbooth

Sampling Method
a. Systematic
b. Simple Random
c. Convenience
d. Stratified
e. Cluster

Transcript text: Match the name of the sampling method descriptions given. Situations $\square$ dividing the population by Gender, and choosing 30 people of each gender $\square$ pulling 50 names from a hat $\square$ asking people on the street $\square$ randomly select two tables in the cafeteria and survey all the people at those two tables $\square$ surveying every 3rd driver coming through a tollbooth Sampling Method a. Systematic b. Simple Random c. Convenience d. Stratified e. Cluster

Solution

Solution Steps

Step 1: Identify the sampling method for "dividing the population by Gender, and choosing 30 people of each gender"

The population is divided into subgroups (Gender), and a specific number of individuals (30) are selected from each subgroup. This matches the definition of Stratified Sampling ( $d$ ).

Step 2: Identify the sampling method for "pulling 50 names from a hat"

Names are selected randomly without any specific grouping or order. This matches the definition of Simple Random Sampling ( $b$ ).

Step 3: Identify the sampling method for "asking people on the street"

Individuals are selected based on their availability and accessibility, which aligns with Convenience Sampling ( $c$ ).

Final Answer

Dividing the population by Gender, and choosing 30 people of each gender: $\text{d}$
Pulling 50 names from a hat: $\text{b}$
Asking people on the street: $\text{c}$
Randomly select two tables in the cafeteria and survey all the people at those two tables: $\text{e}$
Surveying every 3rd driver coming through a tollbooth: $\text{a}$

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