dydx=(2y+5 8x+9)2\frac{dy}{dx}=\left(\frac{2y+5}{\:8x+9}\right)^2dxdy=(8x+92y+5)2
y2−2y+y2+2yy^2-2y+y^2+2yy2−2y+y2+2y
x4y−2xy+3xyx4y-2xy+3xyx4y−2xy+3xy
−2x21x+0=0-2x^21x+0=0−2x21x+0=0
( −4p + 8b − 23 f+ 45p3 − 12 b8) ( − 15p6b6f2 )\left(\:-4p\:+\:8b\:-\:23\:f+\:45p^3\:-\:12\:b^8\right)\:\left(\:-\:15p^6b^6f^2\:\right)(−4p+8b−23f+45p3−12b8)(−15p6b6f2)
4cos2x+3sinx=14\cos^2x+3\sin x=14cos2x+3sinx=1
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