Question

Vector \vec{r} is in the -\hat{y} direction and vector \vec{F} is in the +\hat{x} direction. What is the direction of the torque, \vec{\tau}? (a) + x direction (b) + y direction (c) + z direction (d) - z direction (e) There is not enough information to say

          Vector \vec{r} is in the -\hat{y} direction and vector \vec{F} is in the +\hat{x} direction. What is the direction of the torque, \vec{\tau}?
(a) + x direction
(b) + y direction
(c) + z direction
(d) - z direction
(e) There is not enough information to say

Vector r⃗ is in the -ŷ direction and vector F⃗ is in the +x̂ direction. What is the direction of the torque, τ⃗?
(a) + x direction
(b) + y direction
(c) + z direction
(d) - z direction
(e) There is not enough information to say

Added by Marc M.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Ankur S

12/01/2022

Step 1

Step 1: The torque, denoted as τ, is given by the cross product of the position vector r and the force vector F: τ = r x F. Show more…

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Vector r is in the -ŷ direction and vector F is in the +x direction. What is the direction of the torque, 7? (a) + x direction (b) + y direction (c) + z direction (d) - z direction (e) There is not enough information to say (5) erit omne orit in dotor lis ved (b) dosen left and Vector r is in the -y direction and vector F is in the+ direction.What is the direction of the torque,? (a+x direction b+y direction c+z direction (d)-zdirection e There is not enough information to say