근삿값

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• An approximation based on too small a sample can lead to errors – for example, an accidental similarity of the two distributions.
• Thus, the proportions of the two mixed oils will be discovered by approximation.
• How did the approximation measure up to your first guess?
• What can this exercise tell you in terms of rough “guesstimates” versus carefully calculated approximations?
• It may be helpful to look at existing Member State legislation for examples of different types of solutions to approximation issues.
• Many of the steps which Member States routinely follow in the process of approximation are the same for all directives and regulations.
• but these do not have to be expressly transposed into national laws for the purposes of approximation.
• Understanding the structure of EU legal texts is vital in developing effective approximation strategies.
• (We will not be discussing approximation schemes today; just wanted you to be aware of the idea.
• (Would the approximation bound be tighter if we always chose an edge with the highest degree vertex remaining?
• The proof by contradiction shows that if there were such an approximation one can solve instances of Hamiltonian Cycle in polynomial time.
• An approximation is a rough estimate or guess at something.
• When you write a budget for the month, you're making an approximation of how much you're going to spend.
• Like approximately or proximity, approximation comes from the Latin proximus which means "nearest.
• An approximation is the nearest estimate you can get without having the precise size or measure of something.
• That is a fair approximation of the way in which the next boss is being chosen.
• This chapter presents a general survey of the main approximation methods used in acoustics.
• Most of the approximation methods consist in expressing the solution as a series, with a large or small parameter.
• The term ‘asymptotic’ means that the sum of the first N terms is a better approximation when x is closer to x 0 .
• Let us also emphasize that it is difficult to know a priori the exact limitations of an approximation.
• Now, the approximations are nothing more than plugging the given values of \(x\) into the linear approximation.
• in order to get a good approximation will depend upon both the function we’re using and the value of \(x = a\) that we’re using.
• In science, approximation can refer to using a simpler process or model when the correct model is difficult to use.
• Diophantine approximation deals with approximations of real numbers by rational numbers.
• Approximation usually occurs when an exact form or an exact numerical number is unknown or difficult to obtain.
• Numerical approximations sometimes result from using a small number of significant digits.
• To the student's best approximation, what are the major issues covered?