i have to draw things that have to do with pre algebra but...i don't understand the meaning of it

http://en.wikipedia.org/wiki/Prealgebra

so am i dumb for learning this in 8th grade??

well um basically its elementary math

That is the main critism of prealgebra, it is a rehash of things taught before. However, my experience tells me that all kids learn by repetition, and they learn things at specific times of brain (cognitive)(look that word up) development, and in that, all kids are different. So what is taught in the sixth grade class is not absorbed by all kids, some have to have more repetition, and some need more time to handle the abstract concepts.

pre algebra is like a bunch of math that comes before algebra in middle school.

Pre-Algebra is basically preparing you for Algebra.

Pre-Algebra teaches you Order of Operations, Properties of Numbers, Rational and Irrational Numbers, Exponents, PEMDAS, ect.

Pre-algebra is a foundational area of mathematics that deals with concepts leading up to algebra. It aims to build essential skills and concepts necessary for higher-level math courses. If you're looking to draw something related to pre-algebra, you might find it challenging since many pre-algebra topics are more abstract and theoretical. However, I can provide some guidance on visual representations for a few pre-algebra concepts:

1. Number line: Draw a horizontal line and mark evenly spaced points on it, representing positive and negative numbers. This can help visualize number relationships and operations like addition and subtraction.

2. Variables: Represent a variable using a letter, such as "x" or "y." Show how variables can be used as unknown quantities in equations or expressions.

3. Graphs: Draw coordinate axes (x-axis and y-axis) and plot points to visualize relationships between variables. Graphs are helpful in understanding concepts like linear equations and inequalities.

4. Geometric shapes: Pre-algebra involves working with basic geometric shapes, so drawing squares, triangles, rectangles, and circles can help you understand concepts like area, perimeter, and geometric formulas.

5. Patterns: Visualize patterns using shapes, colors, or symbols. Patterns often appear in pre-algebra when studying sequences, arithmetic progressions, and geometric progressions.

Remember, though, that pre-algebra is predominantly a theoretical subject, so drawings may not always be the best way to grasp its concepts. Strive to understand the underlying principles and practice problem-solving using equations, expressions, and numerical operations as well.