Montclair Public Schools CCSS Algebra 2 Honors Unit 3: Marshall ...

F.BF.1
interest rate if the annual rate is 15%.
Write a function that describes a relationship
between two quantities. Combine standard
function types using arithmetic operations. For
example, build a function that models the
temperature of a cooling body by adding a
constant function to a decaying exponential,
and relate these functions to the model.
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courses) as well as compounding interest models
(relating to finance and economics courses).
Compare exponential and linear growth rates and
determine during which intervals exponential growth
may be slower than that of linear growth.
Construct a function that combines standard function
types using arithmetic operations to model a
relationship between two quantities.
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F.LE.4
For exponential models, express as a logarithm
the solution to ab^c = d, where a, c, and d are
numbers and the base b is 2, 10, or e, evaluate
the logarithm using technology.
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SC 10
Students will construct functional models of real-world
situations.
Identify the inverse relationship that exists between
logarithms and exponential functions. Students
should apply this to problem solving involving
exponential and logarithmic functions.
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11
Express as a logarithm, the solution to ab^c = d, where
a, c, and d are numbers and the base is 2, 10 , or e.
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Evaluate the logarithm using either graphing or
scientific technology.
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13
Apply laws of logarithms to either expand or contract
a given logarithmic expression.
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F.IF.7e
Graph exponential and logarithmic functions
showing intercepts, and end behavior, and
trigonometric functions, showing period,
midline, and amplitude.
SC 14
Graph functions expressed symbolically and show key
features of the graph (including intercepts, intervals
where the function is increasing, decreasing, positive
or negative; relative maxima and minima; symmetries,
and end behavior) by hand in simple cases and using
technology in more complicated cases.
(Students encouraged to use graphing technologies)
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Interpret the parameters in an exponential function in
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2013-2014