Sentence examples for outcome can be understood from inspiring English sources

Exact(1)

This outcome can be understood from the perspective of research on multiple external representations, which suggests that failure to align different representations can interfere with understanding (Ainsworth, 1999).

Similar(59)

These two outcomes can be understood, from a mathematical point of view, as follows.

Thus the divergent outcomes can be understood as a consequence of differences in the diffusion rate, captured in our model by λ.

20 57 58 If disparities in health literacy related outcomes can be understood and effectively prevented, improving patients' health literacy has the potential to reduce socioeconomic health inequalities.

Patient reported outcomes can be understood either according to the broad stroke umbrella concept or as the individual domain components of that concept.

Referring back to the original resistance's room temperature dependence in Figure3, the outcome of Figure2 can be understood to be the result of a strong bolometric response that increases the resistance in the metallic-type devices and decreases the resistance in the semiconductor-type devices.

The final outcome of evolution under finite diffusion can be understood by applying the results of the preceding sections in addition to the consideration of this selective force for the anti-correlation.

The difference in patient outcomes between subgroups B and C can be understood in light of the differing disease characteristics between subgroups (Table 1).

From this plot it can be understood that acquired outcomes from the recommended ANN model are in good agreement with the experimental results.

In the following section we stress the approach of occupationally segmented labour markets to outline how occupational change and unskilled employment can be understood as related outcomes.

This estimating equation then suggests that the differences in outcomes between Argentina and the U.S. today can be understood as follows: Y_{text{Today,US}} - Y_{text{Today,Argentina}} = sumlimits_{i} {beta_{i} (X_{{i,1900,{text{US}}}} - X_{{i,1900,{text{Argentina}}}} ) + varepsilon_{text{US}} - varepsilon_{text{Argentina}}.} (2).

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