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At Level 2, the student is able
to
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select the algebraic
notation which generalizes the pattern represented by data in a
given table;
·
translate a verbal
sentence into an algebraic equation;
·
select the graph
that represents a given linear function expressed in
slope-intercept form;
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Slope Intercept Tutorial
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solve multi-step
linear equations (more than two steps, variables on only one
side of the equation);
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Example Problems of Two Step Equations
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solve multi-step
linear equations (more than two steps, with variables on both
sides of the equation);
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Example Problems of Variables on Both Sides Equations
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solve multi-step
linear equations (more than two steps, with one set of
parentheses on each side of the equation);
·
select the linear
graphs that models the given
real-world situation described in a narrative (no data set
given);
·
select the linear
graph that models the given real-world situation described in a
tabular set of data;
·
evaluate an
algebraic expression given values for one or more variables
using grouping symbols and/or exponents less than four;
·
determine the slope
from the graph of a linear equation (no labeled points);
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Slope Tutorial
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apply the concept of
rate of change to solve real-world problems;
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select the
appropriate graphical representation of a given linear
inequality;
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Tutorial on Graphing Inequalities
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select the nonlinear
graph that models the given real-world situation or vice versa;
·
identify the
graphical representation of the solution to a one-variable
inequality on a number line.
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Solving Inequalities |