Show that the differential is not exact, but that a constant m can be chosen so that
Question:
Show that the differential
is not exact, but that a constant m can be chosen so that
is equal to dz, the exact differential of a function z = f(x, y). Find f(x, y).
Transcribed Image Text:
g(x, y) = (10x + 6xy + 6y)dx +(9x + 4xy + 15y) dy
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P102 6xy 6y Q9x4xy 152 SO and 6x12y 18x 4y ag and Pdx Qdy is ...View the full answer
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