Find the value of b for which the given equation is exact, and then solve it using that value of

Question

Danielle Fairburn · Accepted Answer

First, we need to check if the equation is exact. To do this, we need to check if the partial de

Find the value of b for which the given equation is exact, and then solve it using that value of b. (ye^{4xy} + x)dx + bxe^{4xy}dy = 0 Do not enter an arbitrary constant. b = , the solution in implicit form is = c, where c is a constant of integration.