--%>

Define Optimal Sample Size

Optimal Sample Size: The optimal or suitable size of sample in a survey or poll is the function of four discrete factors:

1. Size of the population: The size of the source population matters a lot. Usually, as the needed sample gets bigger the source population rises, apart from it will raise at a declining rate. Likewise, as the source population gets smaller, special adjustments have to be made.

2. Segmentations desired: Usually, we analyze the source population as an entire, however sometimes one might want to make sure it is representative of the demographic or other distributions in the source population. The more you wish for to segment the outcomes, the larger the sample might require to be.

3. Degree of variance in responses from the population: If the respondents' responses tend to be tightly clustered, then we do not require to sample as many people to acquire the same confidence as we would when the responses range broadly. However until we do some surveying and analyze the data, we won’t know the variance. In such cases, we should set a conservative assumption about the variance.

4. Tolerance for error: The more confident you want to be about the results, the larger the sample.

   Related Questions in Microeconomics

  • Q : Profit-maximizing competitor in short

    This profit-maximizing pure competitor would close down within the short run when the price fell below the price resultant to: (i) point c. (ii) point d. (iii) point e. (iv) point f. (v) point g.

    Q : Economic theories Economic theories: A)

    Economic theories: A) are useless because they are not based on laboratory experimentation. B) that are true for individual economic units are never true for the economy as a whole. C) are generalizations based on a careful observation of facts. D) are abstractions an

  • Q : Individual taker in pure competition

    For a particular price taker: (w) price is uninfluenced by quantity. (x) total revenue is constant. (y) profit is constant. (z) consumer surplus is zero. I need a good answer on the topic of Economics

  • Q : Consequences of the price floor

    Consequences of the price floor: The consequences of price floor might be: (A) Surplus of the commodity (B) The government might resort to buffer stocks to absorb the excess in the market at the support price and sells the products to consumers beneat

  • Q : Unlimited amount at any market price A

    A monopoly firm which does not price discriminate does NOT: (w) have a marginal revenue curve which lies below its demand curve. (x) confront a downward-sloping demand curve. (y) have discretion over the price of its output. (z) sell

  • Q : Diseconomies of Scale Diseconomies of

    Diseconomies of Scale: The diseconomies are the drawbacks occurring to a firm or a group of firms due to big scale production.Internal Diseco

  • Q : Effective price discrimination

    Effective price discrimination does NOT need a firm to: (w) segment the market into groups along with various demand elasticities.  (x) be a monopoly. (y) prevent trading among customers who are charged different prices. (z) possess some market p

  • Q : Quantity of good demanded A Rise in the

    A Rise in the quantity of frozen vegetarian lasagna demanded would be much probable to outcome from raises in the: (i) Cost of raw vegetables. (ii) Wages paid workers in lasagna developed plants. (iii) Number of people who perform strict vegetarianism. (iv) Costs of o

  • Q : Unit of Account function of money Unit

    Unit of Account function of money: The Unit of Account function of money is also termed as the measure of value function. Money as a unit of account signifies a standard unit for quoting the prices. This makes money a powerful medium of comparing the

  • Q : Determine unitarily elastic demand of

    Assume that many students have fixed “pizza budgets.” When the price per slice falls by $10 to $1 along such demand curve for pizza weekly near a college campus, then the price elasticity of demand for pizza: (w) rises towards infinity. (x