A strong STEMS^2 unit should contain:
1.
Clearly defined goals and objectives of the
designated content that promote critical thinking and problem solving.
2.
Real World Problem Solving/Application
a.
Content connects to local and/or global
community issues.
b.
Focuses on students’ sense of self as a local
and global citizen
c.
Explores each student’s own relationship to
their environments
d.
Integrates Project-Based Learning opportunities
that are cross curricular
e.
Integrates Place-Based Learning opportunities
that are cross curricular
i. Explores
each students sense of place
ii. Teachers
sense of place
iii. Communities
perspectives
iv. Global
perspective
3.
Integration of STEM
a.
Science, Technology, Engineering, and
Mathematics
i. Scientific
Inquiry
ii. Integration
of technology effectively and efficiently
iii. Engineering
design
iv. Standards
of Mathematical Practice
1.
Make sense of problems and persevere in solving
them
2.
Reason abstractly and quantitatively
3.
Construct viable arguments and critique the
reasoning of others
4.
Model with mathematics
5.
Use appropriate tools strategically
6.
Attend to precision
7.
Look for and make use of structure
8.
Look for and express regularity in repeated
reasoning
4. Differentiated Instruction
a.
Ongoing, formative assessments
b.
Recognizing diverse learners
c.
Group work, problem solving, different
representation of material, and activities to engage all students
d.
Understanding interests and motivation
e.
Clarifying misconceptions
5.
Alignment to standards
a.
Common Core State Standards
b.
Next Generation Science Standards
6.
A clear and defined rubric for Formative and Summative
Assignments of the Unit
a.
Refers back to the goals and objectives
b.
Clearly defines what qualities as:
i. Exceeded
Proficiency
ii. Proficient
iii. Approaches
iv. Does
Not Met
A unit to me should contain on main topic that may cover
several standards. For me, I want to do
my unit on Solving Systems of Linear Equations using any method. This is the last unit of Systems of Linear
Equations before the unit on Systems of Linear Inequalities.
For example my curriculum map looks like this for Term 3:
·
Review of Linear Equations (3-5
days)
Systems of Linear Equations
·
Unit 1
o
Solving Systems of Linear Equations by Graphing (7-10 days)
·
Unit 2
o
Solving Systems of Linear Equations by
Substitution (7-10 days)
·
Unit 3
o
Solving Systems of Linear Equations by
Elimination (7-10 days)
·
Unit 4
o
Solving Systems of Linear Equations using any
method (4-6 days)
·
Unit 5
o
Solving Systems of Linear Inequalities (4-6 days)
However, due to the service learning field trip I’m helping
to plan for our Math Department, which includes 1,400 students in Algebra I,
Algebra II, and Geometry/MOW, we might have to have the service learning field
trip in Term 4 if we cannot fit all the field trip days in the end of Term
3. We are currently working out all the
details such as how many field trip days we will need depending on how many
students the site can accommodate at a time and when the site is available. Also there are buses, chaperones, and funding
to consider. Basically, there is a lot
to consider when there are that many students and teachers. We also need to get the teachers on board…wish
us luck…

