Developing a Measure of General Academic Ability

the relationship between academic self-concept and academic achievement in english and general subjects of the students of high school

according to research, academic self-concept and academic achievement are mutually interdependent. in the present study, the aim was to determine the relationship between the academic self-concept and the academic achievement of students in english as a foreign language and general subjects. the participants were 320 students studying in 4th grade of high school in three cities of noor, nowshah...

Student Readiness for Postsecondary Coursework: Developing a College-Level Measure of Student Average Academic Preparation

California’s community college accountability strategy, the Partnership for Excellence program, includes, as an aspect of the outcome assessment component of the program, a mechanism to “level the playing field” between colleges. This function is accomplished through adjustment models, statistically derived equations that “adjust” for observed relationships between exogenous variables and colle...

A general measure of skewness

A framework for developing rural academic general practices: a qualitative case study in rural Victoria.

INTRODUCTION There is increasing pressure for Australian rural general practices to engage in educational delivery as a means of addressing workforce issues and accommodating substantial increases in learners. For practices that have now developed a strong focus on education, there is the challenge to complement this by engaging in research activity. This study develops a rural academic general...

Non-regularity of multiplications for general measure algebras

Let $fM(X)$ be the  space of  all finite regular Borel measures on $X$. A general measure algebra is a subspace  of$fM(X)$,which is an $L$-space and has a multiplication preserving the probability measures. Let $cLsubseteqfM(X)$ be a general measure algebra on a locallycompact space $X$. In this paper, we investigate the relation between Arensregularity of $cL$ and the topology of $X$. We  find...