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정점 -((x+3)^2)/(20)+1

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정점 −(x+3)²20 +1

Solution

최대 (−3, 1)

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0의 평균을 사용하여 정점 찾기

다항식 형식을 사용하여 정점 찾기

포물선 형태를 사용하여 정점 찾기

꼭짓점 형태를 사용하여 꼭짓점 찾기

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y=−(x+3)²20 +1

인수 형식의 포물선 방정식

위를 향한 형태의 포물선의 꼭짓점 y=a(x−m)(x−n) 0의 평균입니다 x_v=m+n2

y=−(x+3)²20 +1

포물선 포물선은 다음과 같다:

a=−120 , m=2√5−3, n=−2√5−3

x_v=m+n2

x_v=(2√5−3)+(−2√5−3)2

(2√5−3)+(−2√5−3)2 간소화하다 : −3

x_v=−3

끼우다 x_v=−3 을 발견하다 y_v 가치

y_v=1

따라서 포물선 꼭짓점은 다음과 같다

(−3, 1)

만약에 a<0, 그러면 정점은 최대값이다
이면 a>0, 그러면 정점은 최소값이다
a=−120

최대 (−3, 1)

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해결 방법: 다항식 형식을 사용하여 정점 찾기

해결 방법: 포물선 형태를 사용하여 정점 찾기

해결 방법: 꼭짓점 형태를 사용하여 꼭짓점 찾기

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−▭▭	<	7	8	9	÷	`AC`
+▭▭	>	4	5	6	×	☐☐☐
×▭▭	(	1	2	3	−	`x`
▭ \|▭	)	.	0	=	+	`y`

정점 -((x+3)^2)/(20)+1

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