Derive the inverse Lorentz transformation for the partial deriva- tives, (5 и д с2 Әt! (5)...
ид С2 at (5) а ду ә (6) д 7 Әr! д ay' а д! а Y де (7) дz а at — и а д" (8) Hint: you need to use the chain rule. 3) (2 marks) Write down analogous expression to equations (5)-(8), assuming a Galilean transformation: x' = x – ut, y' = y, z' = z and t' = t.
(4 marks) Derive the inverse Lorentz transformation for the partial deriva- tives, u a cat (5) (6) a ar a ду a дz a at a ar' a ay a az! a 7 at' (7) u (8) ar' Hint: you need to use the chain rule. (2 marks) Write down analogous expression to equations (5)-(8), assuming a Galilean transformation: x' = x -ut, y = y, z = z and t' = t.
I need help with Number #3 3) (2 marks) Write down analogous expression to equations (5)-(8), assuming a Galilean transformation: x' = X – ut, y' = y, z' = z and t = t. и д с2 Әt' (5) (6) д дх д ду д дz д at д дх? д ду" д дz! д Y Әt! (7) Ә и- Әr? (8) Hint: you need to use the chain rule. 3) (2 marks) Write down analogous expression to equations...