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Question :-
What polynomial must be added to y³ - y² + z to obtain zero polynomial.
Answer :-
Zero polynomial is a polynomial whose value is equal to zero.
It also has undefined degree.
So, let the polynomial added to the given polynomial to get zero polynomial be x
➩ y³ - y² + z + x = 0
➩ x = -y³ + y² - z
The polynomial that must be added to y³ - y² + z to get zero polynomial is -y³ + y² - z.
Answered by
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⟿ whαt pσlчnσmíαl muѕt вє αddєd tσ gєt y³ - y² + z tσ σвtαín zєrσ pσlчnσmíαl?
⟿ zєrσ pσlчnσmíαl íѕ α pσlчnσmíαl whσѕє vαluє íѕ αlѕσ zєrσ
⟿ thєч hαvє undєfínєd dєgrєєѕ.
⟿ ѕσ, lєt thє pσlчnσmíαl αddєd tσ gívєn pσlчnσmíαl tσ gєt zєrσ pσlчnσmíαl вє х
⟿ y³ - y² + z + x = 0
⟿ x = -y³ + y² - z
thє pσlчnσmíαl thαt muѕt вє αddєd tσ y³ - y² + z tσ gєt zєrσ pσlчnσmíαl íѕ
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