Question

dy (x² - 2xy + 5y²)
(x² + 2xy + y)
dx​

Answer 1

Answer:

2x³=2y²+5

Step-by-step explanation:

dy/dx=3x²/2y

2x³=2y²+5

dydx=6x²/(10y+5)

5y²=2x³-5y

dy/dx=(-y-5x²)/x

5x³=-3xy+2

dy/dx=(y-x)/(3y-x)

x²-2xy+3y²=2

dy/dx=x²/y²

x³-y³=1

dy/dx=(1-sin(x+y))/(sin(x+y))

x+cos(x+y)=0

dy/dx=-cosx/siny

sinx-cosy-2=0

dy/dx = x/5y

x² -5y² = -15

dy/dx = -x²/y²

x³ + y³ = 8

dy/dx = -42/41

42x + 41y = 3

dy/dx = 2x/y

10x² - 5y² = 2