--%>

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 : Differentiate project feasibility study

    Differentiate between project feasibility study and project proposal?

  • Q : Preference current consumption over

    When the preference for current consumption over future consumption weakens, in that case the: (w) interest rate rises. (x) interest rate falls. (y) present value of future income falls. (z) equilibrium level of investment falls.

  • Q : Initial point to identify maximizing

    Nostalgia Corporation has controlled to lock-up the rights to each black-and-white film ever made, as well as the response to its infomercials has been astounding. The initial point Nostalgia requirement to identify in its quest to maximize profit is:

  • Q : Problem on Arbitrage Costs Purchasing

    Purchasing low in one market and at the same time selling high in the other market is termed as: (1) Gambling. (2) Speculation. (3) Arbitrage. (4) Optioning. (5) Hedging. Find out the right answer from the above options.

  • Q : In value planning what matter in

    In the value of planning what still matters in strategic management lies?

  • Q : Raise current consumption by rising in

    When interest rates rise, in that case the opportunity costs of: (1) current consumption rise. (2) future consumption rise. (3) current investment decline. (4) government budget deficits decline. (5) saving grows proportionally.

  • Q : Relative magnitudes of income effects

    The firm’s wage elasticity of demand for the labor is least influenced by: (1) How much time the firm have to adjust to modifying wages. (2) The proportion of labor’s share of net costs. (3) The ease of replacement between labor and capita

  • Q : Determine free-market equilibrium price

    In the year of 1983, the Reagan Administration introduced a new agricultural program known as the Payment-in-Kind Program. To distinguish how the program worked, let's assume the wheat market. Assume the demand function is QD = 28 - 2P and the supp

  • Q : Determining national income Suppose an

    Suppose an economy is in equilibrium condition. Its consumption function is C = 300 +0.8Y and investment is 700 find out its national income.

  • Q : Comparison between supply curves

    Comparing supply curves S2 and S3, supply is: (w) more price elastic along S2 than along S3. (x) more price elastic along S3 than S2. (y) equally elastic along both when they have simil