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1 where H (X) = lim n H (X1 , X2 , . . . , Xn ) if the limit exists. Then Theorem 16.5.3 asserts that . Sn = 2nW , (16.75)

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Depreciation will be straight-line. Income tax rate is 30 percent. Under the rental plan the cash income will be the same as under the purchase plan, except that vehicle maintenance will not be required (the leasor pays for this). Therefore, the given net cash income figures will have to be increased by the following maintenance amount savings: Year 1 2 3 4 5 Amount $1,000 2,500 2,500 4,000 5,000

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In 1968, the federal government developed a definition of learning disabilities that was operationalized in the Federal Register in 1977 as a severe discrepancy between intellectual ability, based on IQ test scores, and achievement in academic areas such as reading, writing, or math This model helped to promote the development of the field of learning disabilities because it acknowledged that a child was not mentally deficient because he/she struggled to learn It also provided a standardized way to assess learning disabilities More recently, however, researchers in the learning disability field have argued that IQ tests contribute little reliable information for developing, implementing, and evaluating instructional interventions and that the use of the discrepancy model should be discontinued Their arguments are: The discrepancy model has become associated with underachievement, which makes it very difficult to identify children early enough for preventive interventions (ie.

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Additional properties of polynomials de ned over the Galois eld GF(2m ) can be found in Appendix B. In the following, and for notational simplicity, addition and multiplication will be denoted by + and . , instead of being denoted by the modulo-2 operation symbols and . The polynomial description de ned over a given Galois eld, and, in particular, when it is the binary eld, allows us a more suitable analysis of a cyclic code Ccyc (n, k). In this polynomial representation, the variable X is used in its exponential form X j , where j identi es the position of 1 s in the code vector equivalent to the polynomial. This is the same as saying that if the term X j exists in the polynomial corresponding to a given code vector, there is a one 1 in position j of that code vector or codeword, while if it does not exist, this position is occupied by a zero 0 . Therefore, the polynomial expression c(X ) of a code vector c = (c0 , c1 , . . . , cn 1 ) is of the form of equation (1) c(X ) = c0 + c1 X + + cn 1 X n 1

, it can take a long time for achievement scores to drop low enough to be discrepant with IQ scores) Therefore, intervention programs often occur after a child has already failed or are too late to significantly impact the child s skills, usually by the second grade or later There is a bidirectional influence between IQ and achievement: not only does IQ set limits on achievement, limited achievement impacts performance on IQ tests Time-consuming assessments involving traditional IQ tests provide teachers with little information that can be used to develop immediate intervention services It is often difficult to document a discrepancy in bilingual children, ethnic minority children, and children with very high or low-average/ below-average IQ scores Alternative models have been proposed that focus on assessment of processing skills that are presumed to underlie academic performance problems.

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