Materials World Modules

An Inquiry & Design-Based Science, Technology, Engineering, and Mathematics (STEM) Education Program

Intro to the Nanoscale Module Alignment to Colorado Standards

Intro to the Nanoscale Module

CO Science Standards Activities CO Math Standards Activities
Grades 9-12 Designs Grades 9-12

Designs

Scientific Investigation and Design

 

Algebra 1

 

1.1 Scientific Method: ask questions and state hypotheses using prior scientific knowledge to help design and guide development and implementation of a scientific investigation

2c. Algebraic methods, model, patterns and functions: algebraic methods, model, patterns and functions

1.2 Scientific Method: select and use appropriate technologies to gather, process, and analyze data and to report information related to an investigation

Geometry

 

1.3 Scientific Method: identify major sources of error or uncertainty within an investigation (for example: particular measuring devices and experimental procedures)

4.3 Geometric concepts, properties, and relationships: recognize, draw, describe, and analyze geometric shapes in one, two, and three dimensions;
1.5 Scientific Method: construct and revise scientific explanations and models, using evidence, logic, and experiments that include identifying and controlling variables 4.5 Geometric concepts, properties, and relationships: solve problems and model real-world situations using geometric concepts
Physical Science

 

4b Geometric concepts, properties, and relationships: deriving and using methods to measure perimeter, area, and volume of regular and irregular geometric figures
2.3 Chemistry: there are observable and measurable physical and chemical properties that allow one to compare, contrast, and separate substances (for example: pH, melting point, conductivity, magnetic attraction) 4c Geometric concepts, properties, and relationships: making and testing conjectures about geometric shapes and their properties, incorporating technology where appropriate
Nature of Science involves a particular way of building knowledge and making

 

Mathematical Reasoning

 

5.3 Analysis: graphs, equations or other models are used to analyze systems involving change and constancy (for example: comparing the geologic time scale to shorter time frame, exponential growth, a mathematical expression for gas behavior; constructing a closed ecosy 1.1 Number sense and problem solving: construct and interpret number meanings through real-world experiences and the use of hands-on materials;
5.7 Analysis: there is a difference between a scientific theory and a scientific hypothesis 1.2 Number sense and problem solving: represent and use numbers in a variety of equivalent forms (for example, fractions, decimals, percents, exponents, scientific notation);

 

 

1e Number sense and problem solving: explain relationships among real numbers, complex numbers, and vectors using models.

Design Process

Student Response

@ Materials World Modules, 2016