Here ,
as for the maximum magnitude of R vector
for maximum value of A + B
when A and B are in same direction
maximum value of A + B = 2 + 7
maximum value of A + B = 9 m
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NOw, for the minimum value of A + B
when A and B are in oposite direction
minimum value of A + B = 7 -2
minimum value of A + B = 5 m
the minimum value of A + B is 5 m
Q4. Two vectors, A and B, are added by means of vector addition to give a...
1. Answer the following questions on vector addition. These do NOT need to be written out for your portfolio 590 NOTES IMAGES DISCUSS UNITSSTATS HELP Part Description Answer Chk History Vector A has a magnitude of 12 and vector B has a magnitude of 5. What is the maximum magnitude of A+B? 11 pts, 110% # tries: 0 Show Details 2% try penalty Hints: 0,0 11 pts, 110% 290 try penalty Hints: 0,0 What is the minimum magntidue of A+B?...
4-5 2. Graphical Addition Using the graph paper and starting points provided, add the vectors for each trial. Use the scale: 1.00 cm = 20.0 g Using a protractor and a ruler, carefully draw each vector with the proper length (magnitude) and orientation (direction) in a nose-to-tail arrangement. Note: If you don't have a protractor, you may use trigonometry. However, it is important to realize that graphical vector addition can be performed without the use of trigonometry. Each subsequent vector...
RKERİA," Blackb × | %Chapter 1 (vectors)OS dep 20537975 figure below shows two vectors- ing in the xy plane. Determine the signs of thex and y com nents of A and A·ธ์, ad place your answers in the following table B Talk to a Tuter The magnitudes of two vectors and i are 13 units and B units, respectively. What are the largest and smallest possible values for the magnitude of the resultant vector R - A. largest units smallest...
Show work and please explain! 1. Vector addition and subtraction: We are given the magnitudes and directions of the vectors A and B as follows (a) Carefully sketch each vector individually, then sketch the sum C-A+B and sketch the difference D-A B. Try to make the lengths to scale and make the angles relatively accurate. (Use a protractor.) Use trigonometry to find the components of cach of the four vectors A, B, C, and D Use trigonometry to find the...
Section 1.7 Vectors and Vector Addition 1.24 For the vectors A and Figure E1.24 B in Fig. E1.24, use a scale drawing to find the magnitude and direction of (a) the vector sum A + B and (b) the vector D (10.0 m) 30.0 difference A -B. Use your answers to find the magnitude and direction of (c) -A -B5 0 and (d) B -A. (See also Exercise 1.31 for a different approach.) 1.25A postal employee drives a delivery truck...
4. The three displacement vectors in the drawing have magnitudes of A 4.00 m, ее B- 3.00 m, and C- 2.00 m Find the (a) magnitude and (b) directional angle of the resultant vector by means of the component method. ty 20.0° 60.0° tX
Geometric and Component Vector Addition Part A - Geometric addition What are the magnitude and direction of the resultant vector, R, when the parallelogram law is applied to A and B? Learning Goal To use geometric and component addition of vectors Express the magnitude to three significant figures. Express the angle to one decimal place, measured counterclockwise from the positive x axis. Separate your answers by a comma Four vectors A, B, C, and D are shown (not to scale)....
Learning Goal: To use geometric and component addition of vectors. Four vectors A, B, C, and D are shown (not to scale). Vector A has magnitude 18.9 and acts at an angle of 13.3 degrees with respect to the positive x axis. Vector B has magnitude 14.1 and acts at an angle of 71.3 degrees with respect to the positive x axis. Vector C has magnitude 46.1 and acts at an angle of 147.5 degrees with respect to the positive...
Section 1.7 Vectors and Vector Addition 1.24 For the vectors A and Figure E1.24 B in Fig. E1.24, use a scale drawing to find the magnitude and direction of (a) the vector sum A + B and (b) the vector difference A -B. Use your answers to find the magnitude and direction of (c)-A-B and (d) B-A. (See also Exercise 1.31 for a different B (15.0 m) D (10.0 m) 30.0 53.0 25.0O C (12.0 m) approach) A (8.00 m
Consider two vectors, a whose mangitude is a and direction is with the angel α with respect to the +x direction, and b whose magnitudes b and direction is with the angle β with the x axis. Show that the addition vector from a + b have the maximum magnitude when these two vectors point in the same direction, ie, α = β. Please be discriptive as possible