A confined space can be defined as a space that
Is large enough and so configured that an employee can enter bodily and perform work
Has limited or restricted means of entry or exit
Is not designed for continuous human occupancy
Large enough or configured so the thatan employee can bodily enter and perform work
-has limited or restricted means of entry or exit, and
-not designed for continuous employee occupancy
Definition of a permit-required confined space
meets all the requirements of a confined space plus meets one of these
contains or has the potential to contain a hazardous atmosphere
- contains a material that has the potential for engulfing an entrant
- has an external configuration such that an entrant could be trapped or asphyxiated by inwardly converging walls or by a floor which slopes downward and tapers to a small cross-section
- contains any other recognized serious safety or health hazards
A permit required confined space meets the definition of a confined space and one of the...
When is training required for employees involved in confined space entry? Include the citation for the OSHA standard where you found the answer to the question.
impany that meets the definition of a VIE required to consolidate the VIE? FASB ASC 1-2 Status of Accounting Research Bulletins Portions of ARB No. 43 are still considered US GAAP. Three of the most important issues covered in ARB No. 43 are revenue recognition, treasury stock, and comparative financial statements. Find the appropriate sections of the FASB ASC, originally contained in ARB NO. 43, that address these issues. Cite the sources and copy the relevant information.
A particle is confined to the one-dimensional space 0 sx s a, and classically it can be in any small interval dx with equal probability. However, quantum mechanics gives the result that the probability distribution is proportional to sin (mTx/a), where n is an integer. Find the variance in the particle's position in both the classical and quantum-mechanical pictures, and show that, although they differ, the latter tends to the former in the limit of large n, in agreement with...
Subscribe Identify a particular industry (non-government) that meets the criteria for Pure Competition or Monopoly. Explain clearly why you think the industry is in Pure Competition or is a Monopoly and evaluate it from perspectives of efficiency and equity. You may post to both categories, but are required to only select one. Keep in mind there are four market structures and we study Monopolistic Competition and Oligopoly next week. Read the Discussion Instructions for Week 4 and identify the market...
11 11. What do you require in order to enter a confined space at work? 12. Does cloud cover protect you from ultraviolet?
Superman meets an asteroid in outer space and hurls it at 800 m/s, as fast as a bullet. The asteroid is a thousand times more massive than Superman. In the strip, Superman is seen at rest after the throw. Taking physics into account, what would be his recoil speed (in km/s)?
Consider a particle confined to one dimension and positive r with the wave function 0, z<0 where N is a real normalization constant and o is a real positive constant with units of (length)-1. For the following, express your answers in terms of a: a) Calculate the momentum space wave function. b) Verify that the momentum space wave function is normalized such that (2.4) c) Use the momentum space wave function to calculate the expectation value (p) via (2.5)
• WRITE A ONE PAGE ESSAY ON WORD. • SPACING: - Single-space IN paragraphs. - Double-space BETWEEN paragraphs. • MARGINS: Standard margins. • FONT: Times New Romans. • FONT SIZE: 11-12 point type. ESSAY TOPIC TO WRITE; - Compare and contrast the characteristics of work groups and work teams? What are the characteristics of effective work teams? How are the different from work groups?
explain what a basis for a vector space is. How does a basis differ from a span of a vector space? What are some characteristics of a basis? Does a vector space have more than one basis? Be sure to do this: A basis B is a subset of the vector space V. The vectors in B are linearly independent and span V.(Most of you got this.) A spanning set S is a subset of V such that all vectors...
Assume that four electrons are confined to a one dimensional box 4.95 ✕ 10−10 m in length. If two electrons can occupy each allowed energy level, calculate the wavelength of electromagnetic radiation necessary to promote the highest-energy electron into the first excited state.