Mathematics
Senior High
Resolved
（4）の解き方と答え教えて欲しいです🙇♀️
1. 次の関数の極値を求め, そのグラフの概形をかけ。
(1) y=3x¹-16x³ +18x² +5
(3) y=x²-8x² +7
(5) y=-x²+2x²-1
(7) y=x²-6x² +5
(9) y=x+8x³ +18x²-15
(2) y=x²-8x³ +18x²-11
(4) y=x²-4x³ +1
(6) y=3x4 +8x³-6x²-24x
(8) y=-3x4-4x³+12x²
(0) y=-x¹ +6x²-8x-7
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