4. Find the absolute maximum and absolute minimum of the curve f (x) = ¼x4 - x3 + x2 on the

interval [1, 3].

6. Find the area under the curve on the interval fx=5-5x^2 [1, 8].

Question

Abbie Kirk

5 June, 18:20

+4

Answers (2)

Know the Answer?

Lyric Proctor · Answer 1

0=5-5x^2 you need first to find the complete square

(X-5/2) ^2+4/25 so your vertex is (5/2,25) which is the curve of your graph,

Madisyn Dougherty · Answer 2

0=5-5x^2 you need first to find the complete square

(X-5/2) ^2+4/25 so your vertex is (5/2,25) which is the curve of your graph,

4. Find the absolute maximum and absolute minimum of the curve f (x) = ¼x4 - x3 + x2 on theinterval [1, 3].6. Find the area under the curve on the interval fx=5-5x^2 [1, 8].