Math 8
Below are the IXL skills that correspond to the previously taught objectives and the current objectives (8.17):

Unit 1 - Real Numbers:

SOL 8.2 - The Real Number System - The student will describe the relationships between the subsets of the real number system.

SOL 8.1 - Order and Compare - The student will compare and order real numbers.

Unit 2 - Consumer Math:

SOL 8.4 - Proportional Reasoning - The student will solve practical problems involving consumer applications.

Unit 3 - Algebraic Applications:

SOL 8.14a - Evaluating Algebraic Expressions - The student will 
evaluate an algebraic expression for given replacement values of the variables.

SOL 8.9 - Pythagorean Theorem - The student will verify the Pythagorean Theorem and apply the Pythagorean Theorem.

Unit 4 - Geometry:

SOL 8.5 - Angles - The student will use the relationships among pairs of angles that are vertical angles, adjacent angles, supplementary angles, and complementary angles to determine the measure of unknown angles.

SOL 8.7 - Transformations - The student will, given a polygon, apply transformations, to include translations, reflections, and dilations, in the coordinate plane

SOL 8.7 - Transformations - The student will identify practical applications of transformations.

SOL 8.8 - 3-D Models - The student will construct a three-dimensional model, given the top or bottom, side, and front views.

Unit 5 - Measurement:

SOL 8.10 - Area and Perimeter - The student will solve area and perimeter problems, including practical problems, involving composite plane figures.

SOL 8.6 - Volume and Surface Area - The student will solve problems, including practical problems, involving volume and surface area of cones and square-based pyramids.

Unit 6 - Equations and Inequalities:

SOL 8.14b - Simplify Algebraic Expressions - The student will simplify algebraic expressions in one variable.

SOL 8.17 - Multi-Step Equations - The student will solve multistep linear equations in one variable with the variable on one or both sides of the equation, including practical problems that require the solution of a multistep linear equation in one variable.