Mathematics
Mathematics, 18.09.2019 16:50, dawnejones4013

Explain how you can use the basic moves of algebra to transform the equation 5x-3y=12 into 0=12-5x+3y

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Physics, 06.10.2019 04:00, kobiemajak
The fundamental equation of a certain material is 1 2 u m n n s v   ( ) / where m is a positive constant. it is desired to do some processing of this material in which t, v, n1 and 2 are controlled. what legendre transform will transform the fundamental equation into the one of the form x = x ( t, v, n1 , 2 ) a) derive the equivalent gibbs equation for this transform. b) derive the equivalent euler equation (integrated gibbs equation) for this transform. c) show that 1 2 2 1 1 , , t v, , n v s n t                     d) find the new fundamental equation in the transformed representation, i.e., find the function x = x( t, v, n1 , 2 )
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