QLT = quantitative iteracy, BELF = beliefs, COG = cognition, DISP = disposition.
The design also controlled for need for cognition, which measures dispositions to think.
Quantitative literacy is conceptualized as a hierarchical three-factor model comprising the interrelationship among a student's mathematical beliefs, disposition, and cognition.
That is, each of the three first-order factors (Beliefs, Disposition, and Cognition) is explained by a person's quantitative literacy (the second-order factor).
But sometimes neither a prior determinate cognition nor a memory disposition is at all responsible for the predication content, for example, when a child sees a cow for the very first time.
This personal perspective, made up of our perceptions, cognitions, feelings and dispositions (intentions, expectations and purposes), creates a context in which we give meaning to our sensory experiences.
In contrast, however, it has also been argued that 'pure' bullies are 'skilled manipulators' who use their cool cognition (superior social cognitive skills combined with low empathic disposition) to manipulate and dominate others to inflict suffering.
In this model, the quantitative literacy construct is represented as a second-order factor comprising three first-order factors: mathematical beliefs, mathematical disposition, and mathematical cognition (see Fig. 1).
Furthermore, the results of the study provide additional validation for the theoretical quantitative literacy construct modeled as a second-order factor comprising the interrelationship among a student's mathematical beliefs, mathematical disposition, and mathematical cognition.
Based on this framework, a person's quantitative literacy is characterized by the interrelationship among their (a) mathematical beliefs (b) mathematical disposition, and (c) mathematical cognition.
