got TOTAL UT?
“To Optimize Teaching And Learning Utilizing Technology”
Below are the objectives for
Grade 7. Click on the link
for students or
for
teachers for any objective to see the resources available or to add your own
resource.
Standard 4:
Patterns, Functions and Algebra
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Resources |
Benchmark |
Indicator
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A. Describe, extend and determine the rule for patterns
and relationships occurring in numeric patterns, computation, geometry,
graphs and other applications. |
1. Generalize patterns by describing in words how to find
the next term. 2. Recognize and explain when numerical patterns are
linear or nonlinear progressions; e.g., 1, 3, 5, 7... is linear and 1, 3, 4, 8, 16... is
nonlinear. |
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B. Represent, analyze and generalize a variety of patterns
and functions with tables, graphs, words and symbolic rules. |
1. Represent and analyze patterns, rules and functions
with words, tables, graphs and simple variable expressions. 2. Generalize patterns by describing in words how to find
the next term. |
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D. Use symbolic algebra to represent and explain
mathematical relationships. |
1. Recognize a variety of uses for variables; e.g.,
placeholder for an unknown
quantity in an equation, generalization for a pattern, formula. |
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E. Use rules and variables to describe patterns,
functions and other relationships. |
1. Recognize and explain when numerical patterns are
linear or nonlinear progressions; e.g., 1, 3, 5, 7... is linear and 1, 3, 4,
8, 16... is nonlinear. |
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F. Use representations, such as tables, graphs and
equations, to model situations and to solve problems, especially those that
involve linear relationships. |
1. Create visual representations of equation-solving
processes that model the use of inverse operations. 2. Represent linear equations by plotting points in the
coordinate plane. 3. Represent inequalities on a number line or a
coordinate plane. 4. Use graphing calculators or computers to analyze
change; e.g., distance-time relationships. |
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G. Write, simplify and evaluate algebraic expressions. |
1. Represent and analyze patterns, rules and functions
with words, tables, graphs and simple variable expressions. 2. Justify that two forms of an algebraic expression are
equivalent, and recognize when an expression is simplified; e.g., 4m = m + m
+ m + m or a · 5 + 4 = 5a + 4. |
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H. Solve linear equations and inequalities symbolically,
graphically and numerically. |
1. Create visual representations of equation-solving
processes that model the use of inverse operations. |
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I. Explain how inverse operations are used to solve
linear equations. |
1. Create visual representations of equation-solving
processes that model the use of inverse operations. |
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