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Goal Assessment Page (GAP) VARIABLES AND PATTERNS Name # Hour Source Date (Problem, Handout, Notes) Effort Rating Daily Learning Goal Understanding Rating (05) Before (05) Before After Effort Rubric
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How to fill out variables and patterns

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How to fill out variables and patterns:

01
Start by identifying the variables in your problem or equation. Variables are symbols that represent unknown values or quantities. Examples of variables include x, y, z, or a, b, c.
02
Determine the patterns or relationships between the variables. Look for any mathematical operations or rules that connect the variables together. These could be as simple as addition, subtraction, multiplication, or division, or they could involve more complex functions or formulas.
03
Substitute specific values or numbers into the variables to solve the problem or equation. This step involves replacing the variables with numerical values that satisfy the given conditions. For example, if you have the equation 2x + 5 = 15, you would substitute x with 5 to find the value of x.
04
Simplify and solve the equation or problem using the filled-out variables and patterns. Apply the identified patterns or relationships to perform the necessary calculations or manipulations to find the final solution. In the example above, you would simplify the equation as 2(5) + 5 = 15, which results in 15 = 15, indicating that x = 5 is the correct solution.

Who needs variables and patterns:

01
Students and learners: Variables and patterns are fundamental concepts in mathematics and are essential for understanding and solving various mathematical problems. Students of all levels, from elementary school to college, need to learn and apply variables and patterns in their math studies.
02
Scientists and researchers: Variables and patterns are essential tools in scientific research and experimentation. Scientists use variables to represent different factors or elements in their experiments and analyze the patterns or relationships between these variables to draw conclusions and make predictions.
03
Programmers and software developers: Variables and patterns play a crucial role in computer programming. Programmers use variables to store and manipulate data, while patterns and algorithms are used to solve complex problems and create efficient software solutions.
In summary, anyone who deals with problem-solving, mathematics, scientific research, or computer programming needs to understand and utilize variables and patterns. These concepts provide a foundation for logical thinking, analysis, and problem-solving skills.
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Variables are values that can change, while patterns are repeated sequences or arrangements of these values.
Anyone who uses variables and patterns in their work, such as mathematicians, programmers, statisticians, etc., may be required to report them in their research or projects.
Variables can be assigned specific values, while patterns can be identified and described based on the repetition or arrangement of these values.
Variables and patterns help to organize and analyze data, identify trends, make predictions, and solve problems in various fields.
The specific values assigned to variables and the sequence or arrangement of these values in patterns must be reported.
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