![SOLVED: 2. For the vector field F (x, Y, 2) = (xly, xyz, xly?) F (x,Y ,2) = (x2y, XY Z , -x 2y 2 ), find: (a) div (F)d iv ( SOLVED: 2. For the vector field F (x, Y, 2) = (xly, xyz, xly?) F (x,Y ,2) = (x2y, XY Z , -x 2y 2 ), find: (a) div (F)d iv (](https://cdn.numerade.com/ask_images/fb153e2136cf48f09569ec1c7ef5f056.jpg)
SOLVED: 2. For the vector field F (x, Y, 2) = (xly, xyz, xly?) F (x,Y ,2) = (x2y, XY Z , -x 2y 2 ), find: (a) div (F)d iv (
![JENKINS-12289] Multi-line commit messages should be configurable to appear in Email-Ext build change notifications - Jenkins Jira JENKINS-12289] Multi-line commit messages should be configurable to appear in Email-Ext build change notifications - Jenkins Jira](https://issues.jenkins.io/secure/attachment/30564/1.png)
JENKINS-12289] Multi-line commit messages should be configurable to appear in Email-Ext build change notifications - Jenkins Jira
![File:H. A. Lorentz - Lorentz force, div E = ρ, div B = 0 - La théorie electromagnétique de Maxwell et son application aux corps mouvants, Archives néerlandaises, 1892 - p 451 - Eq. I, II, III.png - Wikimedia Commons File:H. A. Lorentz - Lorentz force, div E = ρ, div B = 0 - La théorie electromagnétique de Maxwell et son application aux corps mouvants, Archives néerlandaises, 1892 - p 451 - Eq. I, II, III.png - Wikimedia Commons](https://upload.wikimedia.org/wikipedia/commons/c/ca/H._A._Lorentz_-_Lorentz_force%2C_div_E_%3D_%CF%81%2C_div_B_%3D_0_-_La_th%C3%A9orie_electromagn%C3%A9tique_de_Maxwell_et_son_application_aux_corps_mouvants%2C_Archives_n%C3%A9erlandaises%2C_1892_-_p_451_-_Eq._I%2C_II%2C_III.png)
File:H. A. Lorentz - Lorentz force, div E = ρ, div B = 0 - La théorie electromagnétique de Maxwell et son application aux corps mouvants, Archives néerlandaises, 1892 - p 451 - Eq. I, II, III.png - Wikimedia Commons
![SOLVED: The Marwell equations for the electric and magnetic field vectors E and B in free space are div(E) = 0. div(B) = 0. 1 DB 1 DE curl(E) = cuI(B) = SOLVED: The Marwell equations for the electric and magnetic field vectors E and B in free space are div(E) = 0. div(B) = 0. 1 DB 1 DE curl(E) = cuI(B) =](https://cdn.numerade.com/ask_images/88ccbdf858d84fceb295cadfa4781acb.jpg)