(y4-2x3y)dx+(x4-2xy3)dy=0
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Answer:
d=0/x³+y³
Step-by-step explanation:
Let's solve for d.
(y4−2x3y)(d)x+(x4−2xy3)(d)y=0
Step 1: Factor out variable d.
d(−x4y−xy4)=0
Step 2: Divide both sides by -x^4y-xy^4.
d(−x^4y−xy^4)/−x^4y−xy^4
=0−x^4y−xy^4
d=0/x³+y³
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