MATH

  • Here are some great math recources that I find very helpful:
     data:image/png;base64,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
     
    This link will take you to a great website that includes videos to help you learn the concept if you have trouble understanding the lesson.
     
     
    Zearn is a great resource that I use in the classroom.  It has an interactive video for each of the Module lessons.