BINARY COMPOUNDS -Compose of two kinds of atom Polyatomic Ion | Name | OH-1 | hydroxide | SO4-2 | sulfate | PO4-3 | phosphate | NO3-1 | nitrate | CO3-2 | carbonate | HCO3-1 | hydrogen carbonate or bicarbonate | ClO3-1 | chlorate | NH4+1 | ammonium | TWO NON-METALS - Give the name of the positive ion followed by the negative ion ending with -ide -Greek prefixes are used CO-carbon monoxide CO2-carbon dioxide NO-nitrogen
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binary code Did you know that all of the information that travels through your computer is based on two commands? It’s true. The only data that a computer can understand is on and off. But‚ the millions of combinations of those two commands given in series are what make a computer work. Binary Code Remember the power supply that is inside your computer and how it sends electricity to all of the components? That electricity is what creates an on signal. The memory chips inside your computer
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Binary fission begins with DNA replication. DNA replication starts from an origin of replication‚ which opens up into a replication bubble (note: prokaryotic DNA replication usually has only 1 origin of replication‚ whereas eukaryotes have multiple origins of replication). The replication bubble separates the DNA double strand‚ each strand acts as template for synthesis of a daughter strand by semiconservative replication‚ until the entire prokaryotic DNA is duplicated. After this replicational
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computer represents data and basic units of measuring information (up to GB): Computer represents data using binary numeral system: - bit= binary unit (to 256) - bute- 8 bits - kb= 1024 byrtes - mb= 1024 Kb - gb= 1024 mb 3. Compare ASCII‚ EBCDIC and Unicode: ASCII- American Standard Code for Information Interchange ASCII is a 7 digit (7- bit) code EBCDIC-Extended Binary- Coded Decimal Interchange Code (INM mainframes) EBCDIC- represents each character as a unique combination
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Organizations and Society 34 (2009) 770–786 Contents lists available at ScienceDirect Accounting‚ Organizations and Society journal homepage: www.elsevier.com/locate/aos Making imaginary worlds real: The case of expensing employee stock options Sue Ravenscroft a‚*‚ Paul F. Williams b‚1 a b Department of Accounting‚ Iowa State University‚ 2330 Gerdin Building‚ Ames‚ IA 50011-1350‚ United States Department of Accounting‚ North Carolina State University‚ Box 8113‚ Raleigh‚ NC 27695-8113
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Laura Martin: Real Options Valuation in the Cable Industry Case Questions 1. What is the nature of Laura Martin’s job? Define the specific problem that she is addressing. A. Laura Martin is an equity research analyst. This was a unique opportunity to demonstrate her knowledge of the drivers of value in the cable industry. She was going to reveal the value of stocks of cable industry using real options‚ which is a more realistic way of evaluating the value of a project than EBITDA multiples
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function that will be used in the following program bTree Insert_Node(bTree‚ int); // insert node of binary tree bTree Create_Btree(int *‚ int); // create binary tree void Print_Btree(bTree ); // print a created binary tree /* ------------------------------------------------------------------------- */ /* main program: input array element‚ set up a linked list type of binary */ /* tree and print the binary tree */ /* ------------------------------------------------------------------------- */ void
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clinical or psychological settings‚ diagnoses are made through a set of binary phenotypes. Currently‚ there are several statistical methods available to analyze multiple phenotypes‚ such as comparing the results from single phenotype analyses‚ and performing multivariate analysis for quantitative phenotypes. These methods can be extended for related samples. The authors proposed new approach to jointly evaluate a set of binary phenotypes for related samples because of the following motivations. First
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computing‚ the binary digit (bit) has been used to encode information at the lowest level. Why? … How efficient is this process‚ and are there any ways of optimizing it? The bit is the most primitive data type of the computer. It is often represented with 1 or 0. In this discussion‚ we will explore reasons for choosing the bit as the lowest level encoding. We will also discuss how it can be efficiently stored‚ transferred and executed. Finally‚ we will examine ways to optimize binary instructions
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I really like both of the questions Harmeet posed‚ and the more I thought about them together‚ the more questions I had. Pothier and Devlin’s piece makes it clear that a binary conception of disability is inappropriate because of the implicit assumptions it makes. For one‚ categorizing people as disabled because of their relationship to the built environment and socially constructed norms privileges those constructions as somehow more ‘natural’ than the people themselves‚ who are instead deemed unnatural
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