--%>

Classification of Surveys as probabilistic sampling

Surveys can be classified as probabilistic sampling:

Simple random sampling: If you have a relatively small, self-contained, or clearly stated population, such as a city, you might simply obtain a list of the entire population and then randomly select individuals from the list to answer a survey.

Stratified random sampling: Whenever you want to ensure the population reflects the known demographics or distributional characteristics of the source population, you might need to stratify your sample, making sure that you over sample small cohorts of the population to get significant results for smaller groups.

Systematic random sampling: If you have a large list of members of a source population, you might choose to select every 10th or 100th individual. As long you have a fixed sampling interval, this is the same as random sampling.

Cluster (area) random sampling: If you had population clusters, you could sample from each one or randomly select a few clusters and sample from them. This is termed as multi-stage sampling, which refers generally to any mixing of sampling methods.

   Related Questions in Microeconomics

  • Q : Moral Hazard evidence Cameron is

    Cameron is performing a research project on whale migration at Pacific Ocean. To assist with this research she hires a Ph.D. from the MIT to make computer software to organize data, paying the software genius $150,000 for his services. The Ph.D. assures Cameron that t

  • Q : Kinked demand curve of an oligopoly

    The kinked demand curve of an oligopoly model supposes: (w) price increases will be followed. (x) price increases will be matched. (y) price declines will be matched. (z) any price changes will be matched.

    Q : Primary functions of money Elucidate

    Elucidate the Primary functions of money. Answer: Primary functions: 1) Medium of Exc

  • Q : Condition for long-run equilibrium

    Which of the given is NOT a condition for long-run equilibrium into a purely competitive market: (w) P = MC (x) MR = MC (y) P = LRAC (z) TFC = TC Can anybody suggest me the proper explanation for given problem rega

  • Q : Price elasticity of supply computations

    At a $2 price per can, there quantity of applesauce supplied per day is 1000 cases; and at $4, the quantity supplied is 3000 cases per day. Therefore price elasticity of supply is: (i) 2/3. (ii) 1/3.(iii) 3/2. (iv) 1/4.

    Q : Produce a natural monopoly by market

    Market forces tend to produce a natural monopoly while: (1) decreasing costs are small relative to market demand for output. (2) diseconomies of scale are substantial at low levels of output. (3) economies of scale are substantial relative to market d

  • Q : Total costs of profit-maximizing lumber

    This profit-maximizing lumber mill incurs total costs of approximately: (a) $2200 per day. (b) $3300 per day. (c) $4200 per day. (d) $5200 per day (e) $6200 per day.

    Q : Requirement of Production Possibilities

    Deriving a production possibilities frontier needs the supposition that: (1) Resources are variable in the supply. (2) There are limitless numbers of goods. (3) Economic growth takes place at a normal rate. (4) All scarce resources are proficiently em

  • Q : Illustration of teleporter market in

    The teleporter market would show a surplus when: (1) teleporter buttons were priced at P3. (2) Q2 teleporter buttons were produced and sold at a price of P2. (3) teleporter buttons were priced at P2. (4) Q

  • Q : Prices and outputs in the short run All

    All output markets which are less than purely competitive are characterized through: (1) domination of the market by some large firms. (2) individual firms that are very small to affect their prices. (3) freedom of entry and exit in the long run. (4)