# Question: what is a separable firstorder differential equation choose the correct...

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What is a separable first-order differential equation?

Choose the correct answer below.

A. A first-order separable differential equation has the form g(y)y'(t) = f(t,y), where the factor g(y) is a function of y and f(t,y) is a function of t and y.

B. A first-order separable differential equation has the form g(y)y'(t) = h'(t), where the factor g(y) is a function of y and h'(t) is a function of t.

C. A first-order separable differential equation has the form y'(t) = f(t,y), where the factor f(t,y) is a function of t and y.

D. A first-order separable differential equation has the form g(y)y'(t) = h(t), where the factor g(y) is a function of y and h(t) is a function of t.