This study analyzed the relationship between benchmark scores from two curriculum-based measurement probes in mathematics (M-CBM) and student performance on a state-mandated high-stakes test. Participants were 298 students enrolled in grades 7 and 8 in a rural southeastern school. Specifically, we calculated the criterionrelated and predictive validity of benchmark scores from CBM probes measuring math computation and math reasoning skills.Results of this study suggest that math reasoning probes have strong concurrent and predictive validity. The study also provides evidence that calculation skills, while important, do not have strong predictive strength at the secondary level when a state math assessment is the criterion. When reading comprehension skill is taken into account, math reasoning scores explained the greatest amount of variance in the criterion measure. Computation scores explained less than 5% of the variance in the high-stakes test, suggesting that it may have limitations as a universal screening measure for secondary students.

This study analyzed the relationship between benchmark scores from the newly published Dynamic Indicators of Basic Early Literacy Skills Math (i.e., Acadience™) math probes and student performance on math and reading sections of a state-mandated high-stakes test. Participants were 420 students enrolled in third, fourth, and fifth grades in a rural southeastern school district. Specific to this study was the calculation of the predictive validity of benchmark scores obtained in the spring from curriculum-based measurement probes measuring math computation, math application skills, and reading ability. Results of the study suggest that math application probes have strong predictive validity. The study also provides evidence that even at early grades the skill of reading is associated with performance on a high-stakes math test. The study provides some evidence that calculation skills are needed, but do not account for as much of the variance as reading ability does in grades as low as third grade. Implications for practice are discussed as it relates to multiple gating screening procedures at the elementary level.