Norm-reference Test (NRT) definition

Norm-reference Test (NRT) means a test where the scores are based on comparisons with a nationally representative group of students in the same grade. The meaning of the scores is tied specifically to student performance relative to the performance of the students in the norm group under very specific testing conditions.

Related to Norm-reference Test (NRT)

  • Drug use test means a scientifically substantiated method to test for the presence of illegal or performance-enhancing drugs or the metabolites thereof in a person’s urine.

  • Standard reference compendia means the American Medical Association Drug Evaluations, the

  • Nodal Reference Price at each location shall mean the 97th percentile price differential between day-ahead and real-time prices experienced over the corresponding two-month reference period in the prior calendar year. Reference periods will be Jan-Feb, Mar-Apr, May- Jun, Jul-Aug, Sept-Oct, Nov-Dec. For any given current-year month, the reference period months will be the set of two months in the prior calendar year that include the month corresponding to the current month. For example, July and August 2003 would each use July- August 2002 as their reference period.

  • Incurrence Test means the incurrence test set out in Clause 12.1 (Incurrence Test).

  • S&P CDO Monitor Test A test that will be satisfied on any date of determination (following receipt, at any time on or after the S&P CDO Monitor Election Date, by the Issuer and the Collateral Administrator of the Class Break-even Default Rates for each S&P CDO Monitor input file (in accordance with the definition of “Class Break-even Default Rate”)) if, after giving effect to a proposed sale or purchase of an additional Collateral Obligation, the Class Default Differential of the Highest Ranking Class of the Proposed Portfolio is positive. The S&P CDO Monitor Test will be considered to be improved if the Class Default Differential of the Proposed Portfolio that is not positive is greater than the corresponding Class Default Differential of the Current Portfolio.