Find the solution of [(y-1)^2-(1-y)^2]-y^2[y-1-(1-y)].
Electromorphous:
but it isn't even an equation. there must be an EQUAL sign somewhere to find any kind of SOLUTIONS.
its an double integral over non rectangular regions problem i could ind till here
i want further to find the inall answer
final answer
ok. got it
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Answered by
2
=[y^2-2y+1+2y-y^2] - y^2×[y-1-1+y]
=0 - y^2× [2y-2]
=0 - 2y^3 + 2
=2 - 2y^3
=0 - y^2× [2y-2]
=0 - 2y^3 + 2
=2 - 2y^3
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Answered by
4
(y^2-y+1) -(1-y+y^2) 2(y-1-1+y).
(y^2-y+1-1+y-y^2) 2y-2-2+2y).
-4answer. (because all cut each other).
(y^2-y+1-1+y-y^2) 2y-2-2+2y).
-4answer. (because all cut each other).
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