Dot Product of Vectors
In science and technology, vectors provide a simple model for visualizing difficult concepts such as force, velocity, and electric fields. Vectors are essential for creating the amazing computer graphics we see today. Dot product of vectors is an operation on vectors. Some of the applications of the dot product are in solar energy, physics, and computer graphics. A few specific examples are:
- Measuring rainfall
- Finding the braking load of a car when rolling down a hill at an angle
- Finding the force required to hold a wagon on a hill
- Finding the ramp angle to load furniture or other articles into a truck
- Air navigation?finding ground speed and direction of an airplane in the wind
- Finding speed and direction of a swimmer when swimming in a river with current
You are required to:
- Describe a real-life application in which the dot product of vector is used.
- State to which branch of science/engineering this application belongs.
- Write the question posed in the application that needs to be solved.
- Execute the dot product to solve the question posed.
Respond to at least two of your classmates. When responding:
- Provide complete, well-thought-out responses.
- Ask questions, share experiences, challenge ideas, and help your peers expand their responses.
One-sentence answers will not be sufficient. If your answer is "I agree" or "I disagree," explain why you agree or disagree. Remember that a discussion is an opportunity to interact with your fellow classmates. Observe discussion etiquette: Be respectful, kind, and nonjudgmental of your classmates.
TheDiscussion rubricwill be used for this assessment.
There are many real life examples of Dot Products of Vectors:
1) An example of a dot product of vector in real life is an outfielder in a baseball game moving a
certain direction for a specific...
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