time limit

(noun)

a duration beyond which something may not exceed

Related Terms

  • freemium
  • premium
  • word of mouth
  • software
  • business model

Examples of time limit in the following topics:

  • The Freemium Model

    • Time Limited - example 30 days free then user must pay
    • Time Limited - example 30 days free then user must pay
    • History of the word FreemiumThe business model has probably been in use for software since the 1980s, particularly in the form of a free time- or feature-limited ('lite') version, often given away on a floppy disk or CD-ROM, to promote a paid-for full version.
    • In my opinion, it allows players plenty of time to get hooked into the product.
    • Time limited (e.g. only usable for 30 days, such as Microsoft Office)
  • Limitations of Phylogenetic Trees

    • Limitations of phylogenetic trees include the inability to distinguish evolutionary time and relatedness between distinct species.
    • Another aspect of phylogenetic trees is that, unless otherwise indicated, the branches do not account for length of time, only the evolutionary order.
    • In other words, the length of a branch does not typically mean more time passed; nor does a short branch mean less time passed, unless specified on the diagram.
    • A tree may not indicate how much time passed between the evolution of amniotic eggs and hair.
    • Identify the limitations of phylogenetic trees as representations of the organization of life
  • Limitations of Financial Statements

    • Financial statements can be limited by intentional manipulation, differences in accounting methods, and a sole focus on economic measures.
    • The limitations of financial statements include inaccuracies due to intentional manipulation of figures; cross-time or cross-company comparison difficulties if statements are prepared with different accounting methods; and an incomplete record of a firm's economic prospects, some argue, due to a sole focus on financial measures .
    • Another set of limitations of financial statements arises from different ways of accounting for activities across time periods and across companies.
    • This can make it difficult to compare a company's finances across time or to compare finances across companies.
    • Financial statements can include a number of inaccuracies and limitations that affect the way a company can be viewed.
  • Limitations of Financial Statement Analysis

    • Financial statement analyses can yield a limited view of a company because of accounting, market, and management related limitations of such analyses.
    • Ratio analysis using financial statements includes accounting, stock market, and management related limitations.
    • These limits leave analysts with remaining questions about the company.
    • These audiences also see limits to ratio analysis as a predictor of stock market returns.
    • Also, changes in the information underlying ratios can hamper comparisons across time and inconsistencies within and across the industry can also complicate comparisons.
  • Limited-Life Impairment

    • Intangible assets are created through time and effort, and are identifiable as separate assets.
    • Limited-life intangibles are intangible assets with a limited useful life, such as copyrights, patents and trademarks
    • Intangible assets are amortized to reflect their consumption, expiry, obsolescence or other decline in value as a result of use or the passage of time, process which is similar to the deprecation process for tangible assets.
    • Intangible assets can have either a limited or an indefinite useful life.
    • Summarize how to calculate the impairment on a limited life asset
  • Limiting Reagents

    • $75 \ g \times \frac{1 \ mole}{266.72 \ g} = 0.28 \ mol \ C_2H_3Br_3$
    • $50.0 \ g \times \frac{1 \ mol}{32 \ g} = 1.56 \ mol \ O_2$
    • $1.56 \ mol \ O_2 \times \frac{4 \ mol \ C_2H_3Br_3}{11 \ mol \ O_2} = 0.567 \ mol \ C_2H_3Br_3$
    • $80.0 \ g \ Na_2O_2 \times \frac {1 \ mol \ Na_2O_2}{77.98 \ g \ Na_2O_2} \times \frac {4 \ moles \ NaOH}{2 \ mol \ Na_2O_2} = 2.06 \ moles \ NaOH$
    • $30.0 \ g \ H_2O \times \frac {1 \ mol \ H_2O}{18 \ g \ H_2O} \times \frac {4 \ moles \ NaOH}{2 \ moles \ H_2O} = 3.33 \ moles \ NaOH $
  • Limited Government

    • The United States of America, a constitutionally limited republic, is an example of a constitutionally limited government.
    • Such an understanding of limited government, as explained by James Madison, does not place arbitrary and ideologically biased parameters on the actions of a government, thus allowing government to change as time demands.
    • The Constitution limits the power of the government in several ways.
    • Limited government exists where some effective limits restrict governmental power.
    • Describe the particular species of limited government operative in the United States' federal system.
  • Limitations of the Income Statement

    • Income statements have several limitations stemming from estimation difficulties, reporting error, and fraud.
    • In addition to these limitations, there are limitations stemming from the intentional manipulation of finances.
    • One of the limitations of the income statement is that income is reported based on accounting rules and often does not reflect cash changing hands.
    • This could be due to the matching principle, which is the accounting principle that requires expenses to be matched to revenues and reported at the same time.
    • Demonstrate how the limitations of the income statement can influence valuation
  • Indeterminate Forms and L'Hôpital's Rule

    • In calculus and other branches of mathematical analysis, an indeterminate form is an algebraic expression obtained in the context of limits.
    • Limits involving algebraic operations are often performed by replacing subexpressions by their limits; if the expression obtained after this substitution does not give enough information to determine the original limit, it is known as an indeterminate form.
    • The indeterminate forms include $0^0$, $\frac{0}{0}$, $1^\infty$, $\infty - \infty$, $\frac{\infty}{\infty}$, $0 \times \infty$, and $\infty^0$.
    • More formally, the fact that the functions $f$ and $g$ both approach $0$ as $x$ approaches some limit point $c$ is not enough information to evaluate the limit $\lim_{x\to c}\frac{f(x)}{g(x)}$.
    • In calculus, l'Hôpital's rule uses derivatives to help evaluate limits involving indeterminate forms.
  • Sampling Distributions and the Central Limit Theorem

    • The central limit theorem for sample means states that as larger samples are drawn, the sample means form their own normal distribution.
    • The central limit theorem has a number of variants.
    • $n$ is the number of values that are averaged together not the number of times the experiment is done.
    • The classical central limit theorem describes the size and the distributional form of the stochastic fluctuations around the deterministic number $\mu$ during this convergence.
    • This figure demonstrates the central limit theorem.
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