5.5.1 Sampling Techniques

Cards (39)

  • What is the purpose of sampling in population studies?
    Estimate population characteristics
  • Population density, DD, can be estimated using the formula: D=D = \frac{\text{Number of individuals \in sample}}{\text{Area of sample plot}} and is used to determine density
  • Steps to perform random sampling
    1️⃣ Identify the Population
    2️⃣ Assign Numbers
    3️⃣ Select Numbers
    4️⃣ Collect Sample
  • Random sampling is suitable for populations with uneven distribution.
    False
  • What is stratified sampling used for?
    Ensure representative samples
  • Match the sampling technique with its description:
    Random Sampling ↔️ Equal chance for all
    Systematic Sampling ↔️ Regular intervals
    Stratified Sampling ↔️ Subgroups based on characteristics
  • To ensure representativeness, the sample size must be large enough to provide accurate estimates
  • Stratified sampling reduces sampling error in heterogeneous populations.
  • What is stratified sampling?
    Dividing population into subgroups
  • One advantage of stratified sampling is that it ensures each stratum contributes proportionally
  • Stratified sampling reduces sampling error compared to random sampling in heterogeneous populations.
  • In the proportional allocation formula, what does NiN_{i} represent?

    Size of stratum ii
  • Steps involved in systematic sampling
    1️⃣ Define the population
    2️⃣ Calculate the sampling interval
    3️⃣ Choose a random start
    4️⃣ Select every Kth individual
  • What is a disadvantage of systematic sampling?
    Potential bias
  • Sampling allows for efficient estimation of population characteristics like density, distribution, and demographics
  • A well-designed sample can accurately represent the entire population.
  • What is the formula for estimating population density?
    D=D = \frac{\text{Number of individuals \in sample}}{\text{Area of sample plot}}
  • Match the sampling technique with its description:
    Random sampling ↔️ Every individual has equal chance
    Systematic sampling ↔️ Individuals selected at regular intervals
    Stratified sampling ↔️ Population divided into subgroups
  • What is a weakness of random sampling?
    May not cover population
  • Systematic sampling is suitable for large, consistent areas.
  • What is the primary goal of random sampling?
    Ensure unbiased sample
  • The first step in random sampling is to identify the population
  • Steps involved in random sampling
    1️⃣ Identify the population
    2️⃣ Assign unique numbers
    3️⃣ Select numbers randomly
    4️⃣ Collect the sample
  • A large sample size is necessary to ensure representativeness in random sampling.
  • Stratified sampling ensures each stratum contributes proportionally
  • In the proportional allocation formula, what does nn represent?

    Total sample size
  • Systematic sampling can introduce bias if the sampling interval aligns with population patterns.
  • How does systematic sampling compare to random sampling in terms of structure and randomness?
    More structured, less random
  • The main sampling techniques used in population studies include Random Sampling, Systematic Sampling, and Stratified
  • Random sampling ensures unbiased selection but may not cover the entire population effectively.
  • What type of population is random sampling best suited for?
    Uniformly distributed
  • What is a weakness of systematic sampling?
    Can introduce bias
  • Stratified sampling requires detailed knowledge of subgroups to ensure representative samples.
  • The choice of sampling technique depends on the population's distribution and characteristics
  • What is a practical example of random sampling in ecological investigations?
    Estimating dandelions in a field
  • The sampling interval in systematic sampling is calculated as K=K =Nn \frac{N}{n}, where NN is the population size
  • Why is stratified sampling used in heterogeneous environments?
    Ensures representation from each stratum
  • Systematic sampling is ideal for linear surveys, such as along a transect.
  • Match the sampling technique with its ecological application:
    Random Sampling ↔️ Estimating uniformly distributed species
    Systematic Sampling ↔️ Surveying vegetation along a transect
    Stratified Sampling ↔️ Studying diverse ecosystems