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First-order ODEs

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1

Solve dy/dx = x. The general solution is:

A.y = x²/2 + C
B.y = x + C
C.y = Ce^x
D.y = 1 + C
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2

The differential equation dydx=ky\frac{dy}{dx} = ky has the general solution:

A.y=kx+Cy = kx + C
B.y=Cekxy = Ce^{kx}
C.y=Cxy = \frac{C}{x}
D.y=kx+Cy = \frac{k}{x} + C
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3

A first-order ODE contains derivatives up to what order?

A.First derivative
B.Second derivative
C.Third derivative
D.No derivative
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