What does this mean?
Much of this standard relates to understanding how equations can be translated in order to further our reasoning. This standard also includes graphing an equation and/or its solution.
For the purposes of this project, I've chosen to solely focus on graphing within this standard, as the ability to graph and understand how an equation translates to a different visual representation is hugely important in high school math. Graphing is one of the most important mathematical concepts for a student in high school to understand, as it is a building block to future concepts and classes that students will need to take.
First and for most, students will need to understand what a graph is and looks like:
A plain graph consists of an x-axis and a y-axis, creating 4 different planes
Previously, students should have been taught slope-intercept form, or y=mx + b, where:
m = the slope of the equation (aka how much the equation grows by)
b = the y-intercept (aka what point the graph line crosses the vertical line or y-axis)
For Example, the equation
y = 2x + 3
would be graphed as such, as the y-intercept crosses 3 on the y-axis, and each interval is increasing by 2.
For online graphing practice, I suggest using the website, Desmos: https://www.desmos.com/calculator
Lesson Plan Template
Online Games for Practice
For additional online practice, you can also follow Khan Academy!
For more information about the Common Core State Standards: https://www.cde.ca.gov/be/st/ss/documents/ccssmathstandardaug2013.pdf
Congratulations!
You made it to the end...
but the princess is in a different castle!
Click here to check out Arithmetic with Polynomials OR Seeing Structure in Expressions!