dy/dx = (5x^3)(y²)

y^(-2) dy = 5x^3 dx

Integrating both sides:

-1/y = 5x^4/4 + C

y = -1/(5x^4/4 + C)

y^(-2) dy = 5x^3 dx

Integrating both sides:

-1/y = 5x^4/4 + C

y = -1/(5x^4/4 + C)

Y'=5x^3y^2, solve for y

HOME > Mathematics > Y'=5x^3y^2, solve for y

[From: ] [author: ] [Date: 11-05-24] [Hit: ]

......

dy/dx = (5x^3)(y²)

y^(-2) dy = 5x^3 dx

Integrating both sides:

-1/y = 5x^4/4 + C

y = -1/(5x^4/4 + C)

y^(-2) dy = 5x^3 dx

Integrating both sides:

-1/y = 5x^4/4 + C

y = -1/(5x^4/4 + C)

keywords: solve,for,039,Y'=5x^3y^2, solve for y

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