--%>

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 : Price elasticity of supply problem The

    The price elasticity of supply generally evaluates the ratio of relative: (i) Gain to the amounts firms supply at different prices. (ii) Price increase need to induce a firm to raise output. (iii) Change in the quantity supplied to a associative chang

  • Q : How production increases the value of

    I have a problem in economics on how production increases the value of good. Please help me in the following question. The production of jewelry from valuable metals raises the value of a good by modifying its: (1) Time. (2) Possession. (3) Place. (4) Form.

  • Q : Positive values of marginal utility

    The Positive values of marginal utility curve are related with: (i) Reducing values of net utility. (ii) The highest point on a net utility function. (iii) Negative values of a net utility function. (iv) Rising values of total utility.

    Q : Problem on Substitution Market demand

    Market demand curve for the Hormel’s canned Spam [that is, a processed pork product which is an inferior good for most of the people], would shift rightward as the effect of major increases in: (i) Publicity regarding high correlations among hea

  • Q : Determine short-run supply curve When

    When curve C reflects the long run supply curve for this industry as in illustrated figure, in that case the short-run supply curve would be: (i) curve A. (ii) curve B. (iii) curve C. (iv) curve D. (v) curve E.

  • Q : Explain the term GNI per capita How do

    How do you explain the term GNI per capita?

  • Q : Question on demand curve If the price

    If the price of K declines, the demand curve for the complementary product J will: A) shift to the left. B) shift to the right. C) decrease. D) remain unchanged. Help me to get through from this problem.

  • Q : Yield behaviour conflicting law of

    Which of the given statements, if true, seems most probable to yield behavior which would conflict with the law of demand? (i) People cannot afford to drive as much whenever the price of gasoline goes above $3.00 per gallon. (ii) The greater heroin addicts encompass i

  • Q : Substitutes and compliments pizza and

    pizza and sausage substitute or compliment wheat and rye substitute or compliment

  • Q : Changing effects of price of a product

    Increasing the price of a product will raise total revenue proportionally into the unlikely event which demand was: (1) perfectly price elastic. (2) relatively price elastic. (3) unitarily price elastic. (4) relatively price inelastic (5) perfectly price inelastic.