Click on Explore ID. Check the boxes labeled sum and values located in the top right corner. Click and drag the vectors labeled a and b (located at the bottom right) and place them inside of the cartesian coordinate system. Place the tail of the vector a at (0,5) with tip of the vector pointing in the positive x direction. Adjust the magnitude of vector a to 6 by clicking on the vector and dragging it. Use the tail-to- tip method by placing the tail of vector b adjacent to the tip of vector a. The tip of vector b should also point in the positive x direction. Adjust the magnitude of vector b to 3. You should see the vectors which is the resultant vector obtained by adding vector a and b. Record the magnitude and x and y-components (located at the top) of vector s by clicking on the s vector:

Click on Explore ID. Check the boxes labeled sum and values located in the top right corner. Click and drag the vectors labeled a and b (located at the bottom right) and place them inside of the cartesian coordinate system. Place the tail of the vector a at (0,5) with tip of the vector pointing in the positive x direction. Adjust the magnitude of vector a to 6 by clicking on the vector and dragging it. Use the tail-to- tip method by placing the tail of vector b adjacent to the tip of vector a. The tip of vector b should also point in the positive x direction. Adjust the magnitude of vector b to 3. You should see the vectors which is the resultant vector obtained by adding vector a and b. Record the magnitude and x and y-components (located at the top) of vector s by clicking on the s vector:

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Eight points in the cartesian system are as follow: A(-9, 3), B(-5, 6), C(2, 2), D(5, 6), E(-2, -5), F(-8, 0), G(2, -3), H(9, -3) Draw and label the vectors on a graph. For each vector, determine the components of the related position vector. Determine the magnitude of each vector. Determine the direction of each vector with a horizontal line, and bearing angle....
b - Construct the HMM for the following sequences where the matches are considered for the columns that don't have any gap T A C A T T G A A G G. C G T C A T G C A
The arbitrary point can be represented using a standard cartesian system. true O false
Answer using GRAPHICAL METHOD. Make a representation of the following vector quantities a. A velocity of 20m/s north b. A force of 2000 dynes 45° east of south c. An acceleration of 5m/s2 at 200° d. A displacement of 14m 100° from +x-axis e. A force of 250N at 60° clockwise +x-axis
Write AutoCAD commands for drawing the following figure. If you know the figure is start from original point (10, 10). Note: use Relative Cartesian Coordinate 20 R2 135 11 11 135 R2 40 10,10
Given the following data, draw in a cartesian plane, the resulting vector,and it's three director angles
Please solve for the following two diagrams
Starting at the origin of coordinates, the following displacements are made in the xy-plane (that is, the displacements are coplanar): 60 mm in the +y-direction, 30 mm in the -x-direction, 40 mm at 150°, and 50 mm at 240°. Find the resultant displacement both graphically and algebraically.
For the coordinate system shown, determine the DIAGONAL of the transformation matrix [Q] for the new coordinate system found by 40 degrees counter-clock wise rotation about the y- axis. Select one: a. {0.766, -1, 0.766} O b. {0.766, -1, -0.766} c. {0.766, 1, 0.766} d. {-0.766, 1, 0.766} e. NONE
The following figure represents the path of a car moving from point A to D. If the unit used is the kilometer, find the Displacement and distance?
Q4: Write down the absolute and incremental X and Y coordinates of the points shown in below figure A+Y PT7 PT4 PTS PT6 -X (0,0) +X PT8 PT3 PT2 Y-Y
F= 150 N Time left 0:58:33 30 F2= 200 N 35 0.03 m 20° In the xy coordinate system 17 points - Calculate the magnitude of the resultant R= F1 + F2: N. 2.7 points - Calculate the angle between the vector Rand the positive x-axis: deg 3.7 points - Calculate the magnitude of the difference D F1 - F2: N. 4.7 points - Calculate the coordinates of the position vector r between O and A:r 5.7 points - Calculate the coordinates of the force vector R: R= k 6. 7 points - Calculate the magnitude of the moment around the point O due to the resultant force R:M Nm.