10. Consider the following three vectors, described here by their lengths and angles with respect to the x axis: A: 5.0 cm, 30°; B: 7.5 cm, 0°; and Č: 10.0 cm, 350°. (a) Using the tip-to-tail graphical method for vector addition, show that the order in which these vectors are added does not change the final displacement, B. That is, show that the following vector equation holds: B = (A + B) + Č = A + (B + C). (b) Use your graph to estimate the length of D and the angle it makes with the positive x axis.
10. Consider the following three vectors, described here by their lengths and angles with respect to the x axis: A: 5.0 cm, 30°; B: 7.5 cm, 0°; and Č: 10.0 cm, 350°. (a) Using the tip-to-tail graphical method for vector addition, show that the order in which these vectors are added does not change the final displacement, B. That is, show that the following vector equation holds: B = (A + B) + Č = A + (B + C). (b) Use your graph to estimate the length of D and the angle it makes with the positive x axis.
Related questions
Question
Please answer number 10. Tysm❤️
Transcribed Image Text:10. Consider the following three vectors, described here by their lengths and angles with respect to the
x axis: A: 5.0 cm, 30°; B: 7.5 cm, 0°; and C: 10.0 cm, 350°. (a) Using the tip-to-tail graphical method
for vector addition, show that the order in which these vectors are added does not change the final
displacement, D. That is, show that the following vector equation holds: B= (Ả + B) + C = Å + (B + T).
(b) Use your graph to estimate the length of D and the angle it makes with the positive x axis.
%3D
%3D
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
Step by step
Solved in 2 steps with 2 images
