# Calculus Week 5 10 problems

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Calculus Week 5 10 problems
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Find the arbitrary utmost and arbitrary narrowness values of the duty, if they hold, balance the involved interim.
When no interim is positive, authentication the genuine verse (-8, 8).
1.
f(x) = 4×2 – 5×3; [0, 5]
A) Arbitrary utmost:
, arbitrary narrowness: 0
B) Arbitrary utmost:
, arbitrary narrowness: -525
C) No arbitrary utmost, arbitrary narrowness: -525
D) Arbitrary utmost:
, arbitrary narrowness: 0
2.
f(x) = -21; [-7, 7]
A) Arbitrary utmost: 21, arbitrary narrowness: 0
B) Arbitrary utmost: -21, arbitrary narrowness: -21
C) There are no arbitrary extrema.
D) Arbitrary utmost: 21, arbitrary narrowness: -21
3.
f(x) = x3 – 4×2 – 16x 1; [-9, 0]
A) There are no arbitrary extrema.
B) Arbitrary utmost:
, arbitrary narrowness: 550
C) Arbitrary utmost: -908 , arbitrary narrowness:
D) Arbitrary utmost:
, arbitrary narrowness: -908
4.
f(x) = x4 – 5×3; [-5, 5]
A) Arbitrary utmost: 1250, arbitrary narrowness: B) Arbitrary utmost: 625, arbitrary narrowness: C) Arbitrary utmost: 0, arbitrary narrowness: 5.
D) Arbitrary utmost: 1250, arbitrary narrowness: 0
A)
B) Arbitrary utmost: 5.33, arbitrary narrowness: -5.33
C) Arbitrary utmost:
, arbitrary narrowness: -5.33
D) Arbitrary utmost: 5.33, arbitrary narrowness:
6.
f(x) = x2 – 12x 41; [ 2, 8]
A) Arbitrary utmost: 9, arbitrary narrowness: 5
B) Arbitrary utmost: 21, arbitrary narrowness: 5
C) Arbitrary utmost: 5
D) Arbitrary utmost: 21, arbitrary narrowness: 9
7.
f(x) = -3 – 7x; [-3, 1]
A) Arbitrary utmost: -10, arbitrary narrowness: -24
B) Arbitrary utmost: 18, arbitrary narrowness: -10
C) Arbitrary utmost: 24, arbitrary narrowness: -4
D) There are no arbitrary extrema
8.
A) Arbitrary utmost: 8, arbitrary narrowness: – 17
B) Arbitrary utmost: -8, arbitrary narrowness: -15
C) Arbitrary utmost: -8, arbitrary narrowness: –
9.
D) Arbitrary utmost: –
, arbitrary narrowness: – 17
A) Arbitrary utmost: 6, arbitrary narrowness: 2
B) Arbitrary utmost: 2, arbitrary narrowness: C) Arbitrary utmost: 6, arbitrary narrowness D) Arbitrary utmost:
10.
f(x) = 6x 2; [-1, 2]
, arbitrary narrowness –
A) Arbitrary utmost: 12, arbitrary narrowness: -6
B) Arbitrary utmost: 14, arbitrary narrowness: -4
C) Arbitrary utmost: -1, arbitrary narrowness: 2
D) There are no arbitrary extrema.

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