# Ch 8: PLACE Mathematics: Vector Operations

Get help studying for the PLACE Mathematics exam by watching these video lessons about vector operations. Explore how vectors can be used to measure points in space, and review the related key terms in our lesson transcripts.

## PLACE Mathematics: Vector Operations - Chapter Summary

Understanding vectors can set up the groundwork for understanding more advanced geometric concepts, and watching the video lessons in this chapter can help you gain the base knowledge you will need to solve related questions on the PLACE Mathematics exam. Upon completing this chapter, you should possess in-depth knowledge of the following topics.

• Vector identification
• Resultants of vectors
• Vector subtraction
• Scalar multiplication of vectors

Follow along with these short and engaging video lessons that are designed for multiple learning styles. Study major concepts by reading through the lesson transcripts. Video timelines attached to each lesson make it easier to surf through main topics. In addition, before you take the PLACE Mathematics exam, you can gauge your understanding of vectors by taking our lesson quizzes and chapter exam.

### PLACE Mathematics: Vector Operations Objectives

The main objective for the PLACE Mathematics exam is to evaluate the readiness and knowledge of Colorado math teachers. Through a multiple-choice format exam, teachers will be assessed based on their familiarity within five major mathematics areas. The ability to answer questions concerning vectors is part of the math foundations section of the exam. Let our video lessons help you build up a strong foundation as you make yourself ready to take the PLACE Mathematics exam.

5 Lessons in Chapter 8: PLACE Mathematics: Vector Operations
Test your knowledge with a 30-question chapter practice test
Chapter Practice Exam
Test your knowledge of this chapter with a 30 question practice chapter exam.
Not Taken
Practice Final Exam
Test your knowledge of the entire course with a 50 question practice final exam.
Not Taken

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