Consider the DE. (4x - y)dx + (6y-x)dy = 0 then the DE is F...

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Consider the DE. (4x - y)dx + (6y-x)dy = 0 then the DE is ✓ F of the DE is and gly g'(v) = Hence F(x,y)= therfore the General solution Question 8 Consider the DE. (4x - y)dx + (6y-x)dy ✓₂Fx= yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c 6y X and g'(y)= 10 points = 0 then the DE is Hence F(x,y) = Save Answer therfore the General solution 10 points Consider the DE. (4x−y)dx + (6y − x)dy = 0 then the DE is Hence F(x,y)= Question 8 of the DE is F ✓and X yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c 6y Save Answer therfore the General solution 10 points Consider the DE. (4x - y)dx + (6y-x)dy=0 then the DE is ✓₂Fx² and g'(y) = X Question 8 yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c бу Hence F(x,y)= r question will save this response. Save Answer therfore the General solution << Question 8 of 12 > >> 10 points Consider the DE. (4x - y)dx + (6y-x)dy = 0 then the DE is Hence F(x,y)= Question 8 of the DE is X ✓₁Fx= and g'(y) = yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c Moving to another question will y Save Answer ✓therfore the General solution <<< Question 8 of 12 > >> Question 8 10 points Consider the DE. (4x - y)dx + (6y-x)dy=0 then the DE is ✓₂F₂=L Hence F(x,y)= F. and L of the DE is A Moving yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c 6y = ill save this response. Save Answer therfore the General solution <<< Question 8 of 12 > >> Consider the DE. (4x - y)dx + (6y-x)dy = 0 then the DE is ✓ F of the DE is and gly g'(v) = Hence F(x,y)= therfore the General solution Question 8 Consider the DE. (4x - y)dx + (6y-x)dy ✓₂Fx= yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c 6y X and g'(y)= 10 points = 0 then the DE is Hence F(x,y) = Save Answer therfore the General solution 10 points Consider the DE. (4x−y)dx + (6y − x)dy = 0 then the DE is Hence F(x,y)= Question 8 of the DE is F ✓and X yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c 6y Save Answer therfore the General solution 10 points Consider the DE. (4x - y)dx + (6y-x)dy=0 then the DE is ✓₂Fx² and g'(y) = X Question 8 yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c бу Hence F(x,y)= r question will save this response. Save Answer therfore the General solution << Question 8 of 12 > >> 10 points Consider the DE. (4x - y)dx + (6y-x)dy = 0 then the DE is Hence F(x,y)= Question 8 of the DE is X ✓₁Fx= and g'(y) = yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c Moving to another question will y Save Answer ✓therfore the General solution <<< Question 8 of 12 > >> Question 8 10 points Consider the DE. (4x - y)dx + (6y-x)dy=0 then the DE is ✓₂F₂=L Hence F(x,y)= F. and L of the DE is A Moving yes it is Exact No it is not Exact 4x-y 2x^{2}-xy+g(y) 2x^{2}-xy+3y^{2}=c 6y = ill save this response. Save Answer therfore the General solution <<< Question 8 of 12 > >>