DYERSBURG HIGH SCHOOL
CURRICULUM
|
|
TOPIC |
ESSENTIAL QUESTION |
|
AUGUST |
1.
Linear
relations and functions. 2.
Systems
of equations and inequalities. |
1.
What
are some ways in which the world “relation” is used? 2.
What
is the composition of an equation? |
|
SEPTEMBER |
1.
The
Nature of Graphs. |
1.
Why
are graphs important to everyone? |
|
OCTOBER |
1.
Polynomial
and rational functions. |
2.
What
is the “best” way to solve a rational equation? Why? |
|
NOVEMBER |
1.
Polynomial
and rational functions (cont.) 2.
Vectors
and parametric equations. |
1.
How
are vectors used in real-world occupations? |
|
DECEMBER |
1.
Vectors
and parametric equations (cont.) |
1.
How
are magnitude and velocity important to manufacturers of golf equipment? |
|
JANUARY |
1.
The
Trigonometric functions. 2.
Graphs
and inverses of trig functions. |
1.
How
do the language and operations of algebra apply to trigonometry? |
|
FEBRUARY |
1.
Graphs
and Inverses of trig functions (cont.) 2.
Trig
identities and equations. |
1.
How
would the expression, “You can’t judge a book by its
cover,” be related to verifying trig identities? |
|
MARCH |
1.
Trig
identities and equations (cont.) |
1.
Why
are the meanings of exact and approximate important? |
|
APRIL |
1.
Trig
identities and equations (cont.) 2.
Polar
coordinates and complex numbers. |
1.
What
are some advantages and disadvantages to the polar coordinate system? |
|
MAY |
1.
Exponential
and logarithmic functions. 2.
Sequences
and series. |
1.
Why is
the study of exponential growth important? 2.
How is
information about sequences and series used in the “real world”? |