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After separating variables and setting up integrals to solve the differential equation 2xy′ = y2, we end up with: a. ∫ 1/y^2 dy = ∫2x dx b. ∫ 2/y^2 dy = ∫1/x dx c. ∫ 2x dy = ∫y^…

After separating variables and setting up integrals to solve the differential equation 2xy′ = y2, we end up with: a. ∫ 1/y^2 dy = ∫2x dx b. ∫ 2/y^2 dy = ∫1/x dx c. ∫ 2x dy = ∫y^…
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After separating variables and setting up integrals to solve the differential equation 2xy′ = y2, we end up with: a. ∫ 1/y^2 dy = ∫2x dx

b. ∫ 2/y^2 dy = ∫1/x dx
c. ∫ 2x dy = ∫y^2 dx

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User Fiskra
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Answer: b

Explanation:

Steps are shown in the attached document.

After separating variables and setting up integrals to solve the differential equation-example-1
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User Pstanton
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