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Find the Jacobian for the change of variables x = ezu+v,y = eu+zv...

Question

Find the Jacobian for the change of variables x = ezu+v,y = eu+zv

Find the Jacobian for the change of variables x = ezu+v,y = eu+zv



Answers

Find the Jacobian of the transformation.

$ x = 2u + v $, $ y = 4u - v $

But you probably question we have to find digital win for me. One confirmation which is accessible to do by the on bicycles toe choir now moving towards this solution. What for the given transformation? No agent cobian transformation for bigger by J close to model s off. Elected by you, Lex. Like hell we tell why I tell you. Tell by by tell. So in Saint Defaulting Constellation are elected by telling Waco find this one might be Daleks. Y l b s 15 fire Tell why I tell you will be zero Andi tell Bye bye. Tell people wait for it to be so putting these values and falling toe form like way will get, uh, open. But my next toe and this building Final answer for your question. Thank you. Mhm.

In the question way have to find a way to go in transformation for the given equation X as opposed to you into eat with power bi and why old school into a developed minus street. Not moving towards this solution mhm for the given equation on using the Jacoby in transformation on life, which is, uh, let's buy that you elect by Be that Why, I tell you then tell why? Until we using this, uh, then X by telling quickly to power bi as accidents Yes, R L x by way would recall toe you wait to the and to eat the public t minus one. Then why can u minus three and then 25 Bingo with working your and we toe develop minus B minus long And now put in peace values in this phone line we will get eat with power Bi ankle line issue. In addition, we could recover next week. That's what I ask you to the power minus screen you into the into veto power. Remind fine. Based with minus you begin against minus you in tow it to the public finance one that is minus two. You would be you. I could find e as the Caribbean transformation for public a question. Thank you

Okay, so we're given that exit. The U V Y is equal to you over v DeKoven on the matrix, given by the determinant of the Jacoby deter the determinant of the Jacoby Matrix. So it's gonna be DX you by D u v d x you by DV you Do you? Why, by d you won over v D Y by D V, which is minus You will be squared and then the determinant is minus uber V minus you over V. That's minus two. You over b.

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