4(a) Verify that the equation y = In x – In y is an implicit solution of the IVP, ydx = x(y + 1)dy y(e) = 1 (b) Consider the IVP, test whether it is exact and solve it. x(x – y)dy = -(3xy – y?)dx...


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4(a) Verify that the equation y = In x – In y is an implicit solution of the<br>IVP,<br>ydx = x(y + 1)dy<br>y(e) = 1<br>(b) Consider the IVP, test whether it is exact and solve it.<br>x(x – y)dy = -(3xy – y?)dx<br>y(-1) = 1<br>(c) Determine the degree of the following homogeneous function<br>(i) f(x, y) = 4x2 + 2y+,<br>(ii) f(x, y) = v5x6 – 3y6 + 4x²y+,<br>-<br>

Extracted text: 4(a) Verify that the equation y = In x – In y is an implicit solution of the IVP, ydx = x(y + 1)dy y(e) = 1 (b) Consider the IVP, test whether it is exact and solve it. x(x – y)dy = -(3xy – y?)dx y(-1) = 1 (c) Determine the degree of the following homogeneous function (i) f(x, y) = 4x2 + 2y+, (ii) f(x, y) = v5x6 – 3y6 + 4x²y+, -

Jun 07, 2022
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