Mathematics, 12.12.2021 22:00 katekayrodriguez10

Show that the equation below is an inexact equation. Find the integrating factor in terms of t only and show that multiplying the inexact equation
by the integrating factor turns it into an exact equation. Hence, then solve
the exact equation.
(4t^2y + 2ty + (4/3)y^3)+(t^2+y^2)dy/dt=0

Answers: 3

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Show that the equation below is an inexact equation. Find the integrating factor in terms of t only and show that multiplying the inexact equation by the integrating factor turns it into an exact equation. Hence, then solve the exact equation. (4t^2y + 2ty + (4/3)y^3)+(t^2+y^2)dy/dt=0

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Another question on Mathematics

Show that the equation below is an inexact equation. Find the integrating factor in terms of t only and show that multiplying the inexact equation
by the integrating factor turns it into an exact equation. Hence, then solve
the exact equation.
(4t^2y + 2ty + (4/3)y^3)+(t^2+y^2)dy/dt=0