Please note that you only have 5 attempts to pass this Quiz.
0 of 19 Questions completed
Questions:
You have already completed the quiz before. Hence you can not start it again.
Quiz is loading...
You must sign in or sign up to start the quiz.
You must first complete the following:
0 of 19 Questions answered correctly
Your time:
Time has elapsed
Unfortunately, you did not pass the quiz.
Don't be discouraged - Go through the course material including the lecture videos, handout slides, and simulation examples to prepare and try again.
Congratulations, you have passed the quiz!
You still have room for improvement - Review the slides and simulation examples again to identify the concepts that you may have missed.
Congratulations, you have passed the quiz!
You scored better than average, but if you are still unsure about a particular topic, try starting a discussion on the Ansys Learning Forum to discuss your questions with peers around the world.
Congratulations, you have passed the quiz!
You did great - Check out other courses to further your knowledge. Also, visit the Ansys Learning Forum and participate in discussions on this subject to help your peers and deepen your own knowledge.
Congratulations you have passed the quiz!
You have excelled on this topic - Check out other courses and see if you can ace them too. Also, visit the Ansys Learning Forum to help your peers on this topic. With your knowledge, you can make a real difference.
True or False: Both $\bracevert A \bracevert$ and $A$ are acceptable ways to denote the magnitude of a vector called $\overline{A}$
True or False: The coordinate system that uses x, y, and z coordinates is called the Cartesian Coordinate System
True or False: Both $\hat{a}_x$ and $\hat{x}$ are acceptable ways to denote the x-directed unit vector
True or False: The speed of a car is a vector
True or False: A dot product operation results in a vector output
True or False: The Cylindrical coordinate system is defined by x, y, and θ
True or False: The Spherical coordinate system is defined by r, θ, and ϕ
True or False: The limits of the cylindrical system coordinates are:
$0\le r \le +\infty$
$0\le \theta \le 2\pi$
$-\infty \le z \le +\infty$
The z component in the Cartesian and Cylindrical systems is the same
The r component in the Cylindrical and Spherical systems is the same
True or False: the graph below accurately plots the vector $\overline{F}=3\hat{a}_x + 2\hat{a}_y$
Which of the following vectors on the graph below correspond to a vector $3\hat{a}_x+4\hat{a}_y$ at $(0,0)$
What is the difference between a scalar quantity and a vector?
What are the limits of the z component of the Cartesian system?
What are the x components of the following vectors?
Given the following, what is $A+B$?
$\overline{A}=2\hat{a}_x - 3\hat{a}_y + 1\hat{a}_z,$ $\overline{B}=1\hat{a}_x + 4\hat{a}_y - 2\hat{a}_z$
Given the following, find $(\overline{A}x\overline{B})+(\overline{A} \cdot \overline{B})\overline{A}$
$\overline{A}=1\hat{a}_x + 3\hat{a}_y - 4\hat{a}_z$, $\overline{B}=3\hat{a}_x + 2\hat{a}_y + 1\hat{a}_z$
Convert the following vector into Cylindrical space
$3\hat{a}_x + 6\hat{a}_y + 2\hat{a}_z$
Convert the following vector into Spherical space
$10\hat{a}_x - 2\hat{a}_y + 5\hat{a}_z$