Show that, a force F1 exerted on a flexible medium at its center and perpendicular to its length (such as on the tightrope wire in Figure 5.26) gives rise to a tension of magnitude T = F_/2 sin (0).
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The class I'm taking is physics for scientists and engineers!
I am completely stuck. Need help. I have attached the problem. Please view BOTH attachments before answering. If you can please explain your answer so I can fully understand. Thank you!
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- Stuck need help! The class I'm taking is physics for scientists and engineers! Problem is attached. please view attachment before answering. Really struggling with this concept. Any help will be greatly appreciated! Please detail explain so I can fully understand how to solve. Thank you so much.6. The magnitude of the x-component of a unit vector at the point (1, 1) that is normal to $(r) =, where r = Vx² + y², r2+ equi- potential lines of the potential function is _(accurate to two decimal places).Which of the following is true for vector addition in a linear vector space? I. It is commutative. II. It is associative. III. The vector sum of two vectors each in the linear vector space is also in the same linear vector space. O I. and III. O I. and II. O 1., II., and III. O II. and III.
- Use Stokes' theorem to evaluate SF. dr where F = z²î + y²ĵ + xk and C is the triangle with vertices (1, 0, 0), (0, 1, 0), and (0, 0, 1). The unit vector normal is upward. Z -3 2 2 X5. Given: Three forces act on particle P. Force A has a magnitude of 15 N and acts 60° CCW from the positive x-axis. Force B has a magnitude of 60 N and acts along a ray from point P with a slope of -4/3. Force C has a magnitude of 10 N and acts straight left (180° CCW from positive x- axis). Find the Vector Sum: a. Draw a neat, labeled, scaled diagram representing the tip-to-tail vector addition R=A+B+C. Rx = 15cos60+60(3/5) — 10 and Ry = 15sin60-60(4/5) b. Add the three vectors to find the scalar components of the resultant, Rx and Ry. C. Find the magnitude of the resultant R and the angle 0 it makes with the positive x-axis.B 3. Given the lengths of vectors A, B, and C, and the angle between A and B. Notice that A = B + С. Prove the law of cosines: |C|² = |Ã₁² + |B|² - 2|A||B| Cos 0. Then, show that if A and B are perpendicular, the law of cosines reduces to the familiar Pythagorean theorem.
- Can i get help with this problemStuck need help! The class I'm taking is physics for scientists and engineers! Problem is attached. please view attachment before answering. Really struggling with this concept. Any help will be greatly appreciated! Please detail explain so I can fully understand how to solve. Thank you so much.a) Find the vector that points from q1 to q6. b) Calculate the coulomb force on q6 due to q1 in unit vector notation. c) Find the vector that points from q3 to q6. d) Calculate the coulomb force on q6 due to q3 in unit vector notation . e) Find the vector that points from q4 to q6 . f) Calculate the coulomb force on q6 due to q4 in unit vector notation. g) Calculate the Net Electric force on q6 due to all other charges.
- in whole vector experiment . my doctor want me to write a 5 lines about what I have learned from this screenshot.M Hello, i need help understanding how do you find the sin and cosine of E1 x and y along with E2 x and y. This problem is complete that im showing here please explain with this problem how you got the sin and cosine to start the problem for vector addition!!!When an object X is moving relative to Y, which statement is true? A. The tail of vector-X relative to Y is located at the head of vector-X. B. The vector-X is the vector sum of vector-Y and vector-X relative to Y. C. The vector-X relative to Y is the scalar difference of vector-X and vector-Y D. The vector-Y is the scalar sum of vector-X and vector-X relative to Y.