Assessment and Learning in Knowledge Spaces (ALEKS) Practice Exam

An ALEKS assessment that focuses on 'algebra' typically encompasses a variety of topics fundamental to understanding algebraic concepts. This includes equations, which involves solving for unknown variables using techniques such as isolating the variable and applying inverse operations. Functions are another key area, where students learn to understand the relationship between sets of numbers and how to express these relationships mathematically. Graphing is also an essential component, allowing students to visually interpret functions and understand concepts like slope and intercept. Additionally, polynomial operations, which cover adding, subtracting, multiplying, and factoring polynomials, form a critical part of algebra. Together, these aspects provide a comprehensive overview of algebraic knowledge that students are expected to master.

The other content areas mentioned do not align with the focus of a typical algebra assessment. Basic number operations are foundational but more elementary than algebra. Geometry and spatial reasoning deal with shapes, sizes, and the properties of space, which are distinct from algebra. Statistics and probability involve data analysis and uncertainty rather than the manipulation of algebraic expressions or equations.