1) If F^* = J F^-1 show that F^* = F^*(div vI - L)

Name: 1) If F^* = J F^-1 show that F^* = F^*(div vI - L)
Uploaded: 2022-07-13T03:11:29-08:00
Duration: 2 min 6 s
Channel: Adi S
Description: 1) If F^* = J F^-1 show that F^* = F^*(div vI - L)

In this problem, it is given that f -dash is equal to under root 1 plus x q. And also f of 1 is

Question

1) If $\underline{F}^* = J \underline{F}^{-1}$ show that $\underline{F}^* = \underline{F}^*(\text{div } \underline{v} \underline{I} - \underline{L})$

          1) If $\underline{F}^* = J \underline{F}^{-1}$ show that $\underline{F}^* = \underline{F}^*(\text{div } \underline{v} \underline{I} - \underline{L})$